tag:blogger.com,1999:blog-89073547926149764642024-03-13T12:34:25.629+01:00The Astronomically Awesome Adventures of Astroweis - Die Astronomisch tollen Abenteuer von AstroweisAstroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.comBlogger166125tag:blogger.com,1999:blog-8907354792614976464.post-37952924628989756542018-07-30T12:23:00.001+02:002018-07-30T12:23:27.718+02:00Yet another lunar eclipse / Schon wieder eine Mondfinsternis<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Oopsy, another blog entry. It took a while,
yeah. </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Last year has
been quite busy and I did not have a lot of time to write. However, the next
astronomical blockbuster was about to take place<span style="mso-spacerun: yes;"> </span>the total lunar eclipse <st1:date day="27" month="7" w:st="on" year="2018">Friday, July 27<sup>th</sup>, 2018</st1:date>.
It was a special event for me – so I just take the time to chat a little about
it.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">A couple
weeks ago I realized that it would be possible to see the planets Venus,
Jupiter, Saturn and Mars along with the eclipsed moon from my region. There
would be a timeframe of about half an hour (further to the north, close to <st1:state w:st="on"><st1:place w:st="on">Hamburg</st1:place></st1:state>, it would only
be one minute, for instance).</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">So, I set
up a plan: While I have observed the last couple lunar eclipses from my home
and easy to arrive locations, respectively, I would now have to find a place
with suitable horizons from west to east. In order to check them out, I visited
some places in advance. There is for instance the mountain close to the
Austrian city of <st1:city w:st="on"><st1:place w:st="on">Bregenz</st1:place></st1:city>
called Pfänder at 1064m (3491ft). This location can easily be accessed from my
home (a mere 25min drive and some 10min walk). Furthermore, the <st1:place w:st="on">Lake of Constance</st1:place> would be in the panorama picture. On
the whole Pfänder, there is only one spot with a couple meters tolerance, which
seemed suitable. Disadvantageous would be the crowd one may expect in the
summer vacation time.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Another
day, three days prior the eclipse, I hiked onto the Hirschberg (1095m /
3593ft). Here, it’s a mere 10min drive but a challenging 65min walk. This was manageable
with an 8kg photo backpack, but I wanted to take a telescope with me –
altogether close to 40 kg (88 pounds) – and 360 meters / 400 yards difference
in height. The lesson is clear: Forget it!</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Eclipse day
approached and the clouds in the south became denser. A local told me they
would vanish just in time for the eclipse. So I packed my stuff and went off
around <st1:time hour="18" minute="0" w:st="on">6 pm.</st1:time> 40kg equipment
just couldn’t wait to get used. Initially I thought the further to the west the
better. That would have been <st1:country-region w:st="on"><st1:place w:st="on">Switzerland</st1:place></st1:country-region>.
A possible suitable location would have been a mountain called St. Anton in the
canton of St. Gallen – however, I would have had to show my equipment to the
customs. Too much paperwork in order to be there in time. Furthermore, St Anton
probably would have been crowded. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">After a
little more than half an hour’s drive I reached the lower terminus of the
Hochgrat in <st1:state w:st="on"><st1:place w:st="on">Bavaria</st1:place></st1:state>
(1834m / 6017ft). I can see this mountain from my residence. People were
standing in line at the outside and the parking area was packed. If they would
transport a maniac with a big backpack, a bag, a scope including mount and
surveying tripod? I departed – the uncertainty to be sent off after half an
hour standing in line was too high for me.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">So, I just
drove around. Sometimes you have to seize the moment – or the location that may
appear. The first place to check out was Sulzberg in Vorarlberg (<st1:country-region w:st="on"><st1:place w:st="on">Austria</st1:place></st1:country-region>):
Unfortunately no good horizon to the west, but the eastern and southern horizon
is phenomenal. A place for other snapshots. Then back to the Hirschberg parking
lot. I shouldered the scope and went a few meters to see if it would work – it
wouldn’t! Foolish! I would never be on the mountain top within an hour.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">So I went
back to <st1:country-region w:st="on"><st1:place w:st="on">Germany</st1:place></st1:country-region>.
Right next to our house there is a spot which could have worked. Butt there is
another house blocking the foreground to the south and most likely only a few
minutes for Venus before it would set behind a forest. So further to Scheidegg
(power lines ruining the scenery), Möggers in <st1:country-region w:st="on"><st1:place w:st="on">Austria</st1:place></st1:country-region> (no eastern sky)…</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">After an
odyssee taking two hours I stood at the Pfänder parking area and dragged the
optics uphill. I only I had known, I would have taken a bike trailer along. That’s
probably what they call a learning curve…</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">After 10
minutes and already beginning pain in the back I arrived at the Pfänder summit
station. My 127/635-scope was kind of a jawdropper compared to the other lenses
around.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">There were
fewer people than expected. At moon rise, however, it became crowdier. I set
everything up and waited for the big moment. </span><span lang="DE">The cameras
were prepared. So, switch them on and – NO!!! </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">The newly bought SD-cards still were in the bag
at the back of the passengers seat. </span><span lang="DE">Learning curve part
deux. That’s really annoying. </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Luckily, I found a backup SD card. My plan to run three cameras
simultaneously, however, was gone.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Like in the
years before, the moon would not rise right behind the mountains. Again, some
leftover clouds hid the view. That is nothing to worry about, actually, since
the moon rising behind a conifer forest is way more beautiful. Right next to
me, there was a coin-operated telescope. 50 cents for a quick view? A 7 year
old boy absolutely wanted to look through that scope. His grown-up companions
were not too eager to pay that amount but were already talked into it. Before
the money went down the drain, I said “Let go of the money”. I took some
eyepieces along to enjoy the visual impression of the eclipse. After I took
some shots, I took off the camera and inserted an eyepiece. </span><span lang="DE">The boy was enthusiastic!</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Several
grown-ups were curious, too, after they heard the boy. And so they also had a
look through my telescope. Many of them were smiling when they saw the moon.
While it was not really an eyecatcher without optical aides (at least for the
inexperienced ones), it was quite a view through the instrument.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">After a
while I showed them Venus. Its phase was obvious. But actually the eyecatcher
for the night was Saturn. More and more people came and wanted to look through
the telescope. Many interesting talks evolved. After Mars rose, I left the
telescope unattended for a while in order to take the panoramic shots I talked
about at the beginning. The scope was not properly aligned to the north and I
needed some ten or more minutes to get the photos I wanted.. When I returned to
the scope, the moon would still be in the center. They managed to keep it in
the center even though it would leave the field of view within two minutes.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Even the
nicest eclipse comes to an end. While at the beginning of it some 20 people
were around, I was alone at the end of the partial phase. Well, wait. A woman
stopped by and told me that her husband was crazy about the view through the
telescope. So, I showed her, her father and her husband the partially eclipsed
moon and Saturn.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Even though
I took a lot less photos than planned, it was an eventful – and, moreover, an
incredibly beautiful evening. Weel, just about what an astronomical mega event
should be like.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">And the
planned panoramic photo? Well, it worked out.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">- - - - - - - - - - - - - - - - - - - - - - -
- - - - - - - - <span lang="DE">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - </span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Huch, ein Blogeintrag von mir. Der letzte ist
schon eine Weile her. Das letzte Jahr war ziemlich anstrengend und ich hatte
nicht wirklich viel Zeit zu schreiben. Nun stand aber ein Großereignis an – die
totale Mondfinsternis am vergangenen Freitag, den 27.7.2018. Dies war ein besonderes
Erlebnis für mich – und ich nehme mir jetzt einfach die Zeit, ein wenig darüber
zu plaudern.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Vor ein paar Wochen hatte ich festgestellt,
dass es von meiner Region möglich sein würde, während der Mondfinsternis
gleichzeitig die Planeten Venus, Jupiter, Saturn und Mars zu sehen. Das
Zeitfenster von Marsaufgang zu Venusuntergang würde etwa eine halbe Stunde
betragen (weiter nördlich, bei Hamburg beispielsweise, nur noch ca. 1 Minute). </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Mein Plan stand also fest: Während ich die
letzten Mondfinsternisse von zu Hause bzw. von leicht zugänglichen Plätzen aus
beobachtet hatte, musste es nun ein Standort mit niedrigem Horizont von Westen
bis Osten sein. Um das abzuklären, habe ich einige Stellen im Vorfeld besucht.
Da wäre zum einen der Bregenzer Hausberg Pfänder mit 1064 Höhenmetern. Dieser
Platz besticht zum einen durch die gute Erreichbarkeit von meinem Zuhause (ca.
25min Fahrt und 10min Wanderung). Weiters würde auch der Bodensee schön zu
sehen sein. Auf dem ganzen Areal gibt es genau eine Position mit wenigen Metern
Toleranz, welche geeignet erschien. Nachteilig ist die zu erwartende
Menschenmenge, denn auf dem Pfänder ist zur Ferienzeit immer viel los.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Anderentags, drei Tage vor der Mondfinsternis,
bin ich daher auf den Hirschberg (1095m) gewandert. Hier sind es nur zehn
Minuten Fahrt, aber 65 anstrengender Fußmarsch. Mit 8kg Fotoausrüstung noch zu
bewältigen, allerdings wollte ich noch ein Teleskop mitnehmen – alles in allem
fast 40kg – und das über etwa 360 Höhenmeter. Fazit: Vergiss es!</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Der Tag der Finsternis nahte und die Wolken im
Süden und Osten wurden immer dichter. Eine Einheimische sagte mir, die würden
bis zur Mondfinsternis verschwunden sein. Also machte ich mich gegen 18 Uhr am
Finsternistag auf die Reise. 40kg Ausrüstung warteten darauf, eingesetzt zu
werden. Ursprünglich dachte ich, je weiter nach Westen, desto besser. Das wäre
die Schweiz gewesen. Einen eventuell brauchbaren Platz hätte es auf dem St.
Anton im Kanton St. Gallen gegeben – allerdings hätte ich meine Ausrüstung dem
Zoll vorführen müssen. Zuviele Formalitäten, um rechtzeitig anzukommen. Zudem
wäre der St. Anton sicher sehr bevölkert.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Nach einer guten halben Stunde Fahrt kam ich
an der Bodenstation des Hochgrats in Bayern (1834m) an. Diesen Berg sehe ich
von meinem Zuhause. Die Leute standen bis draußen an, der Parkplatz war bis
weit hinten voll ausgelastet. Ob die mich, meinen Rucksack, Tasche und Teleskop
samt<span style="mso-spacerun: yes;"> </span>Montierung und Vermessungsstativ
überhaupt befördern würden? Ich rückte wieder ab – zu groß war mir die
Unsicherheit, nach einer halben Stunde des Anstehens wieder weggeschickt zu
werden. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">So fuhr ich dann drauf los. Manche Plätze
ergeben sich auch durch die Gunst der Stunde dachte ich. So ging es zunächst
nach Sulzberg in Vorarlberg (Österreich): Leider kein geeigneter Westhimmel,
dafür phänomenal nach Süden und Osten. Ein Platz für andere Fotos.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Dann zum Parkplatz beim Hirschberg. Nachdem
ich das Teleskop geschultert habe und ein paar Meter probeweise gelaufen bin,
habe ich diesen törichten Plan wieder verworfen. Das würde ich niemals in einer
Stunde schaffen.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Es ging zurück nach Deutschland. In
unmittelbarer Nähe meines Hauses hätte es eine Stelle gegeben, welche eventuell
gepasst hätte. Allerdings mit Haus im Vordergrund im Süden und vermutlich nur
wenigen Minuten Zeitfenster für die Venus. Also weiter nach Scheidegg
(Stromleitungen im Weg), Möggers in Österreich (kein Osthimmel)…</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Nach einer über zweistündigen Odyssee stand
ich dann auf dem Pfänderparkplatz und schleppte die Optik den Berg hinauf.
Hätte ich das gewusst, ich hätte einen Fahrradanhänger mitgenommen. Das ist
wohl das, was man allgemein als Lernkurve bezeichnet…</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Nach 10 Minuten und schon anfangenden
Rückenschmerzen kam ich bei der Pfänderbergstation an. Mit dem 127/635-Teleskop
habe ich für einige Hingucker gesorgt.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Es war weniger los als gedacht. Zum Mondaufgang
sollte es dann aber voller werden. Ich baute alles auf und wartete auf den
großen Moment. Die Kameras waren gerüstet. Also beide angeschaltet und – NEIN!
Die beiden heute neu gekauften SD-Karten befinden sich noch in der Tasche am
Beifahrersitz. Lernkurve Teil 2. Sehr ärgerlich. Ich fand zum Glück noch eine
SD-Karte, welche als Backup dabei war. Meinen Plan, drei Kameras parallel
einzusetzen, musste ich somit aber begraben.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Wie schon Jahre zuvor, sollte der Mond auch
diesmal nicht direkt hinter den Bergen aufgehen. Restliche Wolken versperrten
die Sicht. Macht nix – hinter Nadelwald sieht der Mond eh schöner aus als
hinterm Berg. Direkt neben mir war ein Bezahlfernrohr. 50 Cent für einmal
durchgucken? Ein 7jähriger Junge wollte unbedingt durch das Teleskop schauen.
Seine Erwachsenen Begleiter schienen weniger angetan zu sein ob des Preises,
ließen sich aber breit schlagen. Bevor das Geld unwiderruflich verschwand sagte
ich „Laß das Geld stecken“. Um etwas zu spechteln hatte ich Okulare dabei.
Nachdem ich schon ein paar Fotos gemacht hatte, baute ich die Kamera wieder ab
und setzte ein Okular ein. Der Junge war begeistert! Auch mehrere Erwachsene
ließen sich von den Jubelrufen anstecken und schauten durch. Viele hatten ein
Lächeln im Gesicht, als sie den Mond sahen. Während er mit bloßem Auge nicht
sonderlich herausstach, so war es im Teleskop doch ein sehr schöner Anblick.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Nach einiger Zeit wechselte ich auf die Venus.
Die Phase war deutlich zu sehen. Der Hingucker war aber tatsächlich Saturn. Es
kamen immer mehr Menschen und wollten durch mein Teleskop schauen. So haben
sich doch einige interessante Gespräche ergeben. Nach dem Aufgang des Mars habe
ich das Teleskop, welches nur grob nach Norden ausgerichtet war, den
Interessierten überlassen und mich an die eingangs erwähnte Position begeben,
um ein paar Panoramafotos zu machen. Dies dauerte doch eine Zeit lang – sicher
zehn Minuten. Als ich wieder zum Teleskop zurück kam, war der Mond tatsächlich
noch in der Mitte. Die Leute haben es geschafft, ihn zentriert zu halten,
obwohl er nach zwei Minuten aus dem Feld gelaufen ist.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Auch die schönste Finsternis geht einmal zu
Ende. Waren zu Ende der totalen Phase noch ca. 20 Leute auf dem Platz, wo ich
stand, so war ich gegen Ende komplett alleine. Halt, nicht ganz, es kam noch
eine Frau vorbei, welche mir sagte, ihr Mann hätte vom Anblick im Teleskop
geschwärmt. So konnte ich auch ihr, ihrem Vater und dem Ehemann noch mal den
Mond, welcher noch partiell verfinstert war, und den Saturn zeigen. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Auch wenn ich deutlich weniger Fotos als
geplant machen konnte, war es ein ereignisreicher – und vor allem unglaublich
schöner Abend. Eben das, was ein astronomisches Großereignis ausmachen sollte.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Und das geplante Panoramafoto? Nun ja, es hat
geklappt.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><br /></span></div>
<span lang="DE"><div style="margin: 0cm 0cm 0pt;">
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<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - <span lang="DE">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - </span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">Pictures from top to bottom:</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><br /></span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(1) Here we go! Unfortunately, some clouds blocked the already partially eclipsed moon from rising right behind the mountains.</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(2) Mars joining the scenery.</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(3) Totally eclipsed moon through the 127/635 scope.</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(4) After totality.</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(5) Lucky shot with a thunderstorm right below Moon and Mars.</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(6) My equipment pointed toward the moon.</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(7) Panoramic image from west to east with four planets and the totally eclipsed moon.</span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><br /></span></span></span></span></span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - <span lang="DE">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - </span></span></span></span></span></span></span></span></span></span></div>
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<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">Bilder von oben nach unten:</span></span></span></span></span></span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><br /></span></span></span></span></span></span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(1) Es geht los! Leider verhinderten einige Wolken den Mondaufgang direkt hinter den Bergen.</span></span></span></span></span></span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(2) Mars gesellt sich hinzu.</span></span></span></span></span></span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(3) Total verfinsterter Mond durch das 127/635-Teleskop.</span></span></span></span></span></span></span></span></span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE">(4) Nach der Totalität.</span></span></span></span></span></span></span></span></span></span><div style="margin: 0cm 0cm 0pt;">
(5) Glücksschuß mit einem Gewitter direkt unterhalb von Mond und Mars.</div>
<div style="margin: 0cm 0cm 0pt;">
(6) Meine Ausrüstung in Richtung Mond schauend.</div>
<div style="margin: 0cm 0cm 0pt;">
(7) Panoramabild von West nach Ost mit vier Planeten und dem total verfinsterten Mond.</div>
<span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"><span lang="DE"></span></span></span></span></span></div>
</span><br />
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com2tag:blogger.com,1999:blog-8907354792614976464.post-42575944510274202142017-08-09T00:19:00.000+02:002017-08-09T00:19:11.359+02:00Another lunar eclipse / Eine weitere MondfinsternisIn the evening hours of August 7th, 2018, the second lunar eclipse of this year took place. I tried to take images from the moonrise behind a mountain range called the Nagelflughkette, but to no avail due to clouds. 20 minutes later, however, the moon would actually rise high enough to leave the clouds underneath. Following are some images I took.<br />
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In den Abendstunden des 7. August, 2018, fand die zweite Mondfinsternis dieses Jahres statt. Ich versuchte vergeblich den Mondaufgang hinter einer Bergkette namens Nagelfluhkette aufzunehmen. 20 Minuten später jedoch erhob sich der Mond über die Wolken. Im folgenden sind einige Bilder welche ich aufnahm.<br />
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-42904849761405435602017-02-11T12:04:00.000+01:002017-02-15T18:11:12.641+01:00Lunar eclipse / Mondfinsternis<span id="goog_1409052429"></span><span id="goog_1409052430"></span><!--[if gte mso 9]><xml>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Last night
a penumbral lunar eclipse took place. While the weather was not promising the
daylight hours before, it suddenly cleared up around </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">midnight</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">. Even though the eclipse was
already taking place, it was not before around 0:30 am that I could see some
slight hue changes at the northern rim of the full moon’s disk. At </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">1 am</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> it became more apparent, but it was
still quite subtle. I doubt that people who weren’t aware of the eclipse even
noticed that something was “wrong” at the moon. </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">The
pictures I took, however, clearly show the northern parts of the moon being
attenuated. I took images until around </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">2:30 am</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">. The slight changes of the position
of the darkest parts of the moon show the moon’s movement through earth’s (penumbral)
shadow. Even though this event of course was not as spectacular as the last
total lunar eclipse, it was quite a scene and a memorable night.</span></div>
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<br /></div>
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Letzte Nacht fand eine Halbschattenmondfinsternis statt. Während
das Wetter am Tag nicht besonders viel versprechend waren, klarte es um
Mitternacht plötzlich auf. Auch wenn die Finsternis schon im Gange war, konnte
ich nicht vor etwa 0:30 MEZ eine kleine Veränderung der Färbung am nördlichen
Rand der Vollmondscheibe ausmachen. Gegen 1 Uhr war es offensichtlicher,
wenngleich weiterhin ziemlich subtil. Ich bezweifle, dass Leute, welchen nicht
klar war, dass eine Finsternis stattfand, überhaupt mitbekommen haben, dass
etwas am Mond „falsch“ war.</div>
<div class="MsoNormal">
Wie dem auch sei, meine aufgenommenen Bilder zeigen eine
deutliche Abschwächung des nördlichen Teiles des Mondes. Ich habe etwa bis 2:30
Uhr Fotos erstellt. Die kleinen Wechsel der Position der dunkelsten Stellen auf
dem Mond zeigen die Bewegung des Mondes durch den Erd(halb)schatten. Auch wenn dieses
Ereignis natürlich nicht so spektakulär war wie die letzte totale
Mondfinsternis, war es ein schöner Anblick und eine denkwürdige Nacht.</div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Pictures
from top to bottom:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(1) 1:07 am
CET</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(2) 1:12 am
CET</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(3) 1:35 am
CET</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(4) 1:44 am
CET – mid of eclipse</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(5) 2:00 am
CET</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(6) 2:14 am
CET</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(7) 2:34 am
CET</span></div>
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Bilder von oben nach unten:</div>
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<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(1) 1:07 MEZ</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(2) 1:12 MEZ</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(3) 1:35 MEZ</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(4) 1:44 MEZ – Mitte
der Finsternis</span></div>
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<span lang="IT" style="mso-ansi-language: IT;">(5) 2:00 MEZ</span></div>
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<span lang="IT" style="mso-ansi-language: IT;">(6) 2:14 </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">MEZ</span><span lang="IT" style="mso-ansi-language: IT;"></span></div>
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<span lang="IT" style="mso-ansi-language: IT;">(7) 2:34 </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">MEZ</span><span lang="IT" style="mso-ansi-language: IT;"></span></div>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com2tag:blogger.com,1999:blog-8907354792614976464.post-50132976971082860062017-02-06T10:10:00.000+01:002017-02-06T11:50:10.334+01:00The `68 generation / Die Achtundsechziger<br />
<br />
<div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">This
article was submitted to a German amateur astronomy magazine (that kind of
complained about the lack of submissions for their deep-sky section ) quite a
while ago – but apparently they decided not to publish it. So, I do here.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">It deals
with planetary nebulae in the NGC-catalogue starting with the number “68”. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Counting objects
650/651 and NGC 2371/2372 as one object each, there are 94 planetary nebulae
(PN) listed in the NGC-catalogue. </span><span lang="DE">Having 7840 entries
altogether, this object group is rather scarce. </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">It is noticeable that particularly many, i.e.
15 out of 94, belong to the `68 generation; meaning that the first two out of
four digits are 68. This is not completely accidental but can be explained by
the fact that the NGC-catalogue (in general) in sorted in right ascension – and
the `68-region is located in the summer milky way. Therefore, the objects
described in detail later are located within the well known summer
constellations Cygnus (five PNs), <st1:place w:st="on">Aquila</st1:place> (four
PNs), Sagitta and Vulpecula (two PNs each) and Delphinus and Sagittarius (one
PN each). They can all be observed from the German-speaking area. Main data to
the objects are listed in the table.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="400" 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" v:shapes="_x0000_i1025" width="264" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Figure 1:
Distribution of NGC-planetary nebulae starting with the numbers 68 among the
summer constellations</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-TBJWBlnPFHk/WJhA-LP3PFI/AAAAAAAABas/oPFXG_slZyQDn2qKKSjDq5f-SY1vMaPIQCLcB/s1600/NGC68xx.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="163" src="https://4.bp.blogspot.com/-TBJWBlnPFHk/WJhA-LP3PFI/AAAAAAAABas/oPFXG_slZyQDn2qKKSjDq5f-SY1vMaPIQCLcB/s400/NGC68xx.JPG" width="400" /></a></div>
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">All data
except [2] from[1]</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">There are
two interesting facts I do not want to go unmentioned. One may expect that
there are tons of objects within the milky way. Thus, the region of right
ascension in which the `68s can be found should be rather narrow.
Mathematically, assuming an even distribution of all NGC-objects among the sky,
alls packages of 100 NGC objects (i.e. from NGC 1-NGC 100, from NGC 101 to NGC
200 and so on) overspread 18 minutes in right ascension. However, the
`68-domain (from NGC 6800 to NGC 6899) overspread 54 min; three times as much.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">To put it
in other words: NGC objects within this right ascension region are three times
less common in average. So, when there is a shortage on NGC objects here, there
have to be regions on the sky where there are NGC objects en masse. This,
indeed, is the case. When plotting the appropriate graph for the „distribution
of the broadths of right ascension“ (i.e. how broad is the region of right
ascension in which 100 consecutive NGC objects can be found), then one can see
two maxima (i.e. a lack of NGC objects) around the 2200s (this is in the winter
milky way) and around the 6800s. The also conspicuous minima (i.e. NGC
surpluses) are at the 4500s (spring sky) and around the 500s (fall sky). Both
are regions in which many galaxies can be found. The region from NGC 4301 to
NGC 4400, for instance, overspread only 3.5 min in right ascension – among
those are 86 galaxies, almost three quarter of which are located in Virgo and
Coma Berenices.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
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<span lang="DE"><img height="214" 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" v:shapes="_x0000_i1026" width="400" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"></span><span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 2: Distribution of the broadths of right ascension among all
NGC objects per 100 consecutive NGC objects</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">All
planetary nebulae that can be seen with common amateur means lie within our
home galaxy. Since we look perpendicular to the plane of the milky way in
spring and fall, one might conclude that planetary nebulae are heaped in the
summer and winter milky way, so, in regions in which star density is high, but
in which the density of NGC objects is low, though. Interestingly, this is not
the case. Looking more closely at the distribution of NGC-PNs among the NGC,
then it is eminent that they are mainly ranged between NGC 6500 and NGC 7100 –
the region of the summer milky way. To be precise, between NGC 6000 and NGC 7000
there are 47 NGC-PNs – exactly half of all NGC-PNs. In the winter milky way,
however, there are only a handful of those objects. It is obvious that this is
caused by the fact that we look into the inside of our galaxy in summer, while
we look to her outside – into a region of considerably lower star density. This
is also the reason why the winter milky way is much less prominent than its
summer counterpart.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="214" 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" v:shapes="_x0000_i1027" width="400" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 3:
Distribution of NGC-PNs </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Back to the
planetary nebulae. All of the presented PNs were observed by the author
visually. Except for two, a self-made 18” f/5 Dobsonian was used for the
observations in the Allgäu pre-Alps and the Austrian Alps, respectively, having
good to very good conditions.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">However,
this is not meant to discourage anybody from visiting those objects with
smaller instruments. Kent Wallace, for instance, describes more than 300
planetary nebulae in his very recommendable but hardly available book “Planetary
Pages“ [3], that he has observed with an 8” telescope – among those are all
`68s presented here.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">West is
indicated on each drawing. Since observing with Newtonian telescopes, the
northern direction is 90° counterclockwise to the west.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6803
was discovered by Edward Pickering on September 17th, 1882 [3, 4] and remains stellar
even at 452x in the 18“ telescope. This was the maximum magnification for this
observation. However, the very bright nebula can be identified easily with an
[OIII]-filter.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="363" 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v:shapes="_x0000_i1028" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 4:
NGC 6803 with an 18“ f/5 and 283x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6804
was discovered by William Herschel on August 25<sup>th</sup>, 1791 (VI-38) and
was identified as a planetary nebula by Francis Pease in 1917 [3, 4].</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Visually,
this is a bright and easy object, the central star of which also can be seen
easily. There are two foreground (background?) stars in the nebula, that
appears to be elongated along<span style="mso-spacerun: yes;"> </span>east to
west (ca. 1:1.5). The center is brighter, the nebula fades diffusely. Filters
were no real asset. Altogether, NGC 6804 is a very beautiful object.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="371" src="data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAFzAXoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDxyiiigYUUUUCCiiigAooooAKKKKACiiigYUUUUAFFFFABRRRQIKKKKACiiigYUUUh6GgBaK1vFEaReIrlI0VEAjwFGB9xe1ZNABRRRQAUUUUAFFFFAgooooAKKKKACiiigAooooGFFFFABRRRQIKKKKACiiigYUUUUAFFFFAgopKWgAooooAKKKKACiiigYUUUUAFFFFAgoorUsvDep30Pnrb+Tbd57hhFGP+BNjP4UDMuits6Zotkf8ATtYa5cdY7CEsP++3wPyBoGr6Taf8eOhRyN/fvpmlP/fI2j+dIRiAbiAoJJ7Cr9voWq3Qzb6ZeSD1WBiP5Vdbxhq65FrLDZL/AHbW3SLH4gZ/WqFzrWp3hP2nULuXP9+Zj/WjUC6PB+un72nSR84/eOqfzIpW8IaquQ4s1OOjXsIP/oVYhOTk8n3owPSgZ1viDw9e6jrVxdW8lk0UmzaWvIgeFAPG71FZh8H61xts1cntHPG38mrFwPSjAoA1Z/C+t26hpNJvNp6FYiw/TNZ00E1u22eKSJvR1Kn9adDe3Nt/qLmaL/ckK/yrRh8Wa5Au0alPIn92YiVfybNMRkUVtf8ACRRXHGo6Np1wD1aOMwP+aYH6Uuzw5efdk1DTZD/z0AuI/wAxtYfkaAMSittvCt3MpfS57bU0AyRayZcfVDhv0rHmhlt5WinjeKRTgo6lSPwNAxlFFFABRRRQIKKKKACiiigYUUUUCCiiigYUUUUAFFFFABRRRQIKKKKAEpaKKACiiigAooooAKKKKACiite10Erape6vP9gs3GY9y7pZh/sJ3H+0cD3oGZUcbyyLHGrO7HCqoySfYVsjw6liok128SxGMi3UeZcN/wAAHC/8CIok8QrZRmDQbf7DGRhrgndcSfV/4fouPxrFYlmLMSWJySTyTSEbf9vWun/LommxQuP+Xq6xNMfcAjav4D8ay73ULvUZvNvrma4k/vSuWx+dV6KYBRRRQMKKKKBBRRRQAUUUUAFFFFABRRRQAqkqwZSQw6EcEVrxeJ70wrBqKxalbDgR3a7io/2X+8v4GseigDcFpomqf8ed0+mXB6Q3Z3wk+0g5H/Ah+NZ+o6Te6VIq3tu0YflH6o49VYcEfSqdaGna3eabG0MbrLaufntp13xN/wABPQ+4waQGfRW4LLS9Z502UWF4f+XS4f8AdufRJD0+jfnWRdWk9jcvb3ULwzIcMjjBFMCKiiigAooooASilooAKKKKACiiigAooooGFFFFAgooooAKKKKACiiigAooooAKms7O41C6S2tIWmmc/Kijn/6w96n0vSp9VnZIikcUS75p5DiOFfVj/IdT2q7eazBa2T6boatFbOMT3LjE1z7H+6n+yPxzQBLv0/w5xH5OpaoOrkbre3Pt/wA9GHr90e9Y13eXF/dPcXczzTOcs7nJNQ0UAFFFFABRRRQMKKKKBBRRRQAUUUUAFFFFABRRRQAUUUUDCiiigQUUUUAFbFprizWyWOtRNd2ajEcgI8+D/cY9R/snj6Vj0UAaWp6K1lCt3azLeafIcJcxjGD/AHXHVW9j+Gazau6XqtxpMzvBseORdk0Mi7o5V/usO/8AMdqu3ml219Zyalogbyk5uLNm3SW3uD/Env27+tIDFooopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVf0rSn1KSR2kWC0gG+4uHHyxr/Vj0A7mm6Vpkmq3ZiV1ihjXzJ53+7Cg6sf6DucCp9W1WO4ijsNPRodNgOY0b70rd5H9WP6DgUAGqaslxCtjp8bW+mxNuSMn5pW/vyHux/IdBWXRRQAUUUUDCiiigAooooEFFFFABRRRQAUUUUAFFFFAwooooAKKKKBBRRRQMKKKKBBRRRQMKnsr240+7jubSVopozlWX+XuPaoKKANu7tbbWLSXUNMRYbiIb7uyXoo7yR+qeo/h+nTEqeyvJ9PvIrq1kMc0RyrD/PIPcVp6jZ29/YHV9MjWNVIW8tV/wCWDnoy/wDTNu3oePSlsIxaKKKYwooooEFFFFAwooooEFFFFABRRRQMKKKKACpbS1mvrqK2tY2kmlbaiL3NRVvN/wAU9pG3pql/HknvbwHt7M4/JfrQIi1a8hs7MaNpsm+FGDXU6ni5lHp/sL0Hrye9Y1FFABRRRQAUUUUDCiiigQUUUUAFFFFABRRRQMKKKKBBRRRQAUUVbk0yePSotQYxeRK5jUCQbsj1XrQBUooooAKKKKACiiigAooooAKKKKACremajNpd6tzAFbgq8bjKSIeqsO4NVKKANTWNOihWK/0/c2nXRPl55aJh1jb3Hb1GDWXWno2oxW3nWV7ltPvAFmAGTGR92RfdSfxGRVbUtPl0u/ltZ9pZDwynKup5DA9wRgigCrRRRQMKKKKBBS7G/un8qSigAooooAKKKKBhRRSojSOqIpZmIAA6k0CNXQrSEvNqN8m+ysQHdD/y1c/cj/E9fYGs+8u5r+8lurl980zF3b3/AMK09eZbFIdFgYFLMlp2H8c5A3/guNo+h9axqACiiigAooooAKKKsXf2TbALMTbvLHnGQjBfvtx2oGV6KKKBBRRRQAUVNdJbpcEWkryw4GGdNpzjkYye9Q0AFFWEvpU0+SyAjMMkgkJMYLAjjhuoHtVegAooooAKKKCMdR1oASloooAKKKKBhRRRQIKKKKACiitRfDmoPoJ1hY1NqCc/N82AcFsemaBmXRRRQAUUUUCCtyH/AInehtbsc32mxl4T3lgzlk+q53D2z6Vh1PYXs2nX0F3bnEsLhlz0PsfY9KAIKK09ds4YLuO5s1K2V6nnwD+5nhkz/ssCPyrMoAKKKKBhRRRQIKKKKACiiigAra8PgWMd1rUig/YgFgB6NO3C/wDfIy34CsWtnXP9As7HSV4MMf2i4H/TWQA8/Rdo/OgDGJLEliSTySe9FFFABRRRQAUUUUAFTWl1LZXCzwECRQQCVDdQQeD7GoaKACiiigAooooGFFFFAgooooAKKKKACjNFFABRRRQAUUUUAFFFFABRRRQAVML25FobQXEwtidxi3nZn6dKhooAKKKKBhRRRQIKKKM0AbWmY1PRLzTWOZrfN5a+pwP3iD6qN3/AaxasafeyabqEF5D9+FwwHr6g+xHFWdfso7HV5Vt/+PWXE1ufWNxuX8s4/CgDOooooAKKKKACiiigYUUUUAafhyzjvNah88ZtoA1xP/uINxH44x+NUry7kv72e6nOZZ3MjH3JzWlZf6F4Y1C6xiS7kWzjP+yPnf8Akg/GsegQUUUUDCiiigQUUUUAFFFFABRRRQAUUUUDCiiigQUUUUAFFFFABRRRQMKKKKBBRRRQAUUUUAFFFFABRRRQMKKKKBBRRRQMKKKKBBW1ck6h4TtZ+sunSm2f18t8sn5EOPxFYtbPhz/SZL7TTz9ttXVB/wBNE+dP1XH40mBjUUdaKYwooooEFFFFABRRTkjaWRY0GWchQPc0DNbWs22l6PZYIK25uXH+1I2R/wCOqtY9a3imRW8R3kaHKQMLdcdAEAX+lZNCEFFFFABT2glSFJmicRSEqjlflYjqAfbIplPaaR4kjaRzGmSqE8Lnrgds0AMooooAKKKKBhRRRQIKla1nS2W4aGRYGO1ZCuFY+gPfpUVWJL+6lsobOSd2toSWjiJ+VSepFAFeiiigAooooAKKUKScAE1Itu7e1FxkVFTtauASATj2qEjHWi4CUUUUAFFFFAgooooAKKKKBhRRRQAUUUUCCiiigAooooGFWdNvDp+p2t2vWCVZPrg5qtRQIv67aLY67e26D92kzbP90nK/oRVCtjxGfPk0+7Gf9IsYiT/tJlD/AOg1j0IAooooGFFFFAgrT8NQ/aPE2mR9jcoT9Acn+VZlbHhXK66so/5YwTyflE1DAzLuY3F7PMxyZJGc/ic1FSDpS0AFFFFABRRRQAUUUUDCiiigQUUUUAFFFFABRRRQAVLDCZmwBxUQrb0+zZ7ZpljcxIwVnA4BPQZpN2GRwWQCHPb0FXFgAGQvAqxCsStlzwPSrtzc2sccX2VGXan7zewO4+3oKzuIqW1j9uuEtoyitIcZc4A781h6tZCzupYhJHJ5bY3xtuVvoa0JZ9yEKMA8c1mahIuQqnPHQ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v:shapes="_x0000_i1029" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 5:
NGC 6804 with an18“ f/5 and 452x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6807
was discovered by Edward Pickering on September 4<sup>th</sup>, 1882 [3], so,
almost exactly two weeks before NGC 6803. This is not the only similarity,
since the description resembles that one of NGC 6803. I was able to easily
identify this nebula with an [OIII]-filter at 94x, however, it remains stellar
even when using higher magnifications.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="363" src="data:image/png;base64,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v:shapes="_x0000_i1030" width="379" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 6:
NGC 6807 with an 18“ f/5 and 283x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6818 is
the southernmost of all PNs presented here and was discovered by William
Herschel on August 8<sup>th</sup>, 1787 (IV-51) [3, 4]. Especially in the
Anglo-American language region this nebula is known as the “Little Gem”. This
naming can be tracked back to John Mallas who in his „Visual Atlas of Planetary
Nebulae“ points out that NGC 6818 is the bluest PN he has observed. Visually,
NGC 6818 is quite appealing. For a short time I suspected a ring structure, for
the rest the nebula appeared uniformly in brightness and fading diffusely and
somehow mottled. I suppose cleaner optics can reveal more structures.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="344" src="data:image/png;base64,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v:shapes="_x0000_i1031" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 7: NGC
6818 with an18“ f/5 and 452x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6826
was discovered on September 6<sup>th</sup>, 1793, by William Herschel (IV-73)
and is known as the „Blinking Planetary“ [3]. This means that the central star
(which is a continuum source) outshines the surrounding nebula when observing
without using a nebula filter. So, the nebula is not visible. When inserting a
nebula filter that blocks the whole spectrum except for the distinct lines in
which the nebula emits, this effect reverses. Now, the nebula can be seen and
the central star, if at all, can only be seen dimly. This description is
primarily valid for telescopes with small apertures, when the object is close
to the limit of what the optic is feasible to show.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">I was able
to observe this object from Kitt Peak in the US-state Arizona, with a 16” f/5
Dobsonian and I noted that it is an object that has a very prominent central
star. The nebula is a little elongated along the WSW-ENE-direction and seems to
have a shell (only seen at 780x). Using a UHC-filter is of little help.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="397" src="data:image/png;base64,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0nhxLGf+BrkUrgZFFFFMAooooAKKKKACiiigAooooAKKKmtbS4vZhFaQSzynokSFifwFAENFdEngq9t1EmtXNppER5/0uX94R7Rrlj+Qp5ufC+kY+y21zrVwB/rLn9zAD7IPmP4kUAZWlaDqWtuy6dZyzhPvuBhE/3mPA/GtcWPh/QOdSuf7YvR/wAuto+2BD/ty/xfRfzrP1bxTqmsQrbzzrFZp9y0t1EcK/8AAR1+pyayKQGtrHiS+1iNIHMdvYxf6qzt12RJ+Hc+5yayaKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFGKKKACiiigAooooAKKSigApaKKACiiigAooooAKKKKACiiigAq5p+r3+kyeZp97cWrZ5MUhXP1A61TooA6P/AITKW7wNa0zTdT9ZJIfLl/77TB/PNIbjwndgeZY6rp79/InSdPyYA/rXO0UWA6EaJoNyx+y+Jkiz0W8tJEP4ldwpy+DZZc/ZdZ0OcAZ+W9VD+TYNc5RRYDoz4C108ww2s49Yr2Fh/wChU1fAXiRs7NLkcDusiEfmDXPVv+FM/wDE6/7BU/8A7LSAePAfiI5H9nbSDghp4wf1anf8IHqqjM8+lwcZ/eahCP8A2aubpKYHR/8ACLWcOTeeJtHjx2ieSY4/4CuP1pBZ+FbbPn6rqV6R2trVYwfxds/pXPUUAdGdc0CyBGm+HFmftLqFw0v/AI4u1f51FceNNaliMFvdCxtz/wAsbKMQL/46AT+JrBooEK7tI5eRizMckk5JpKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJS0UAFFFJQAUUtJQAtFJS0AFFHakoAKWkzS0AJS0UlAhaSlooGFFFFABRRRQAUUUUAFaug6jBpw1Lz9/wDpNjJbptGfnbGM+3FZVFABRRRQAUUUlAC0UUUAFFFHagAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z" v:shapes="_x0000_i1032" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 8:
NGC 6826 with 16“ f/5 and 780x</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6833
was discovered by Edward Pickering in 1883 [3, 4]. Again, this is a stellar PN
which I could identify using the filterblink technique at 94x. Even when using
848x, I was not able to see any extent exceeding seeing influences.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="367" src="data:image/png;base64,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v:shapes="_x0000_i1033" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 9:
NGC 6833 with 18“ f/5 and 452x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6842
was discovered by Albert Marth on June 27<sup>th</sup>, 1864 and identified as
a PN by Heber Curtis in 1919 [3]. It is quite a bright object, yet a
challenging one when observing without a filter. I found this object at 94x
using an [OIII]-filter. The sharply defined disk is circular in shape and
appears to be brighter to the west when observing thoroughly. A bright strike
from the east to the west remains a suspicion. I could not discern any central
star. Especially aesthetic is the nice star field which NGC 6842 is located in.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="389" src="data:image/png;base64,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" v:shapes="_x0000_i1034" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 1:
NGC 6842 with 18“ f/5 and 283x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Again by
Albert Marth, NGC 6852 was discovered on June 24<sup>th</sup>, 1863. Precisely
100 years later, Lubos Kohoutek identified this object as a PN [3]. I was able
to see this nebula faintly at 94x. Usage of a UHC or [OIII] has proven to be
helpful. At 452x there is a small PN of medium brightness that does<span style="mso-spacerun: yes;"> </span>not exhibit any structures or variations in
brightness. I could not see the central star as well. The bright star BD+01
4168 in the west (7m4) distracts the observation enormously.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="328" src="data:image/png;base64,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v:shapes="_x0000_i1035" width="346" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 2:
NGC 6852 with 18“ f/5 and 452x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Those not
familiar with NGC-number might be surprised: NGC 6853 is Messier 27 which in
his day was discovered by Charles Messier on July 12<sup>th</sup>, 1764 [4, 5]
– being the first of its object class to be discovered. Again, it took 100
years until William Huggins identified M27 as a planetary nebula in 1864 [3]. I
observed M27 countless times but only managed to sketch it once. Those having
seen this object on their own will quickly realize that I am at the limit of my
sketching abilities. Too rich are the details a moderately large telescope is
able to show – too coarse is my drawing style. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Accordingly,
an exhaustive description is difficult. When I observed this object in 2010
from a location north of Tucson, AZ, USA with a 16” f/5-Dobsonian I noted this:
“Big, lots of structures, central star can be seen with averted vision,
dumbbell shape striking, sharp edge at the brightest part of the nebula, two
fainter regions in the nebula, faint extension over the brightest part, several
foreground stars among which are two faint ones (see arrows) are in the
nebula”. Granted, this is a rather prosaic description of an exceptional object
well worth observing. NGC 8653 (M 27) is an object that everybody has to have
seen with their own eyes – my vocabulary come to their limit.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="350" 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" v:shapes="_x0000_i1036" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 3:
NGC 6853 (M 27) with 16“ f/5 and 395x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">A lot less
demanding regarding drawing abilities is NGC 6879 which was discovered by Edward
Pickering in 1883 [3]. Until the maximum magnification used for this
observation of 452x, this nebula remains stellar but can already be identified
at 94x by employing the filter blink technique. A nice star field with faint
stars in the north-east spiced up this otherwise rather “dull” object.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="348" src="data:image/png;base64,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" v:shapes="_x0000_i1037" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 4:
NGC 6879 with 18“ f/5 and 283x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The next
PN, NGC 6881, was discovered on November 25<sup>th</sup>, 1881, again by Edward
Pickering [3, 6]. After a longish search, I finally found it using the filter
blink technique at 94x. While this object remains stellar at 452x, I could see
a small diffuse disk at 848x that is brighter in its center. The central star,
however, is good at playing hide and seek.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="347" src="data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAFbAXoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDxmiiigAooooAKKKKACiiigAooooAKKKWgYlFFFAgooooAKWkpaACkpaKBiUVJFBLcOEhieRv7qKSf0rRi8L61MMrpV2B6vEVH5nFFwMqtLQYIrjUykyB08iZsMOMiJiD+YFTf8IrqinEkdtH/ANdLuJf5tV7RtFmstQMs91pwTyZkyL6I8tGyj+L1IpXEczRWv/wjV4eFn05j6C/h/wDiqd/wiesN/q7RZf8ArlNG/wDJjRcDGpavz6DqtqCZ9MvIwO7Qtj88VQIKkgggjsaYwNJS0UAFJS0UAJRRS0AFJS0UAJRS0UAJRRS0AJRRS0AJRRRQIKKKKBhRS0UAJRRRQIKKKKACiiigYUtJRQAUUUUALRSUUAFFFFABS1Jb2813OsNtFJLK5wqRqWY/gK1jpFnpvOtXmJR1tLTDyD2Zvup+p9qAMUAkgAZJ6Ad61ovDN/5YmvRFp8J5El4/l5+i/eP4CnHxFJbApo9rDpydN8Y3zH6yHkf8BxWTJK80jSTO0jsclnOSfxoEa3laBZj97c3moSD+GBBDH/302W/8dFH9vQW/Gn6PYQejyqZ3/wDHyR+lY9JRYDWm8UazMmz+0Z40/uQnyl/JcCs2WeWdt00ryH1dif51HRQAUUtFAwpKKKALNvqV7aH/AEa8uIf+ucrL/I1oDxVqrALczR3af3bqFJc/iwJ/WsaigRs/2rpdz/x+6LHGx6yWUzREf8Bbcv8AKl/svSr3/kH6sInPSK/j8v8A8fGV/PFYtLRYC/f6FqOmxiS6tXEJ6TIQ8Z+jrkfrVCrVhqd7pkheyuZYSfvBG4b6jofxrQGqabqPy6rp4hkP/LzYgIfq0f3T+G2kBi0VrT+HpWga50uaPUbZRlmgBEkY/wBuM/MPryPesmmMKSlooAKKSloASilpKAFooooAKSlooAKKKKAEpaKKAEooooEFFFFABRRRQAUUUUAFFFLQAUUVYsbC41K6FvaRmSQgk84CgdWJPAA7k0DK1bEOiR2sKXWuTNaQuN0cCrmeYeyn7o/2m/AGpPtdloPy6cY72/HW7dcxxH/pkp6n/aYfQd6x555bmZ5p5Hllc5Z3bJY+pNIRp3GvyLC1rpUS6faNwyxNmSQf7cnVvpwPasmkopjFpKKKACilpKAClpKKAFpKWigApKWkoAKKKKAFpKuaVcW1pqttPeQefbxyBpI/7wq14j1K01TVDPY2wgj2hThQu8/3iBwP/rUAZVFFFAD4J5baZZreV4pUOVdGKkfQitj+1LLVzt1qExXB6X1sgDE/9NE4D/UYP1rDpaBF/UtGuNORJtyT2chxFdQndG/tnsfY4NUKuadqt1pjv9ncGKQYlhkG6OUejKeD/MdqvtptrrSNLoqmO6A3Pp7Nkn1MTfxD/ZPzD3pAYlFBBBIIwR1BopjEopaSgApaSloASilpKAFpKWkoAKWiigBKKKKBBRRRQAUUUUAFFFFABRRV/StMOoSPJLIILOAbridhkIOwA7segHf86AE0zSpNRd23rBawgNPcSfciHv6k9gOTVu61qOBFs9JiMVirBn8wZe6IPBk9vReg9zzVfU9UF2kdraRm30+E5ihzkse7uf4mPr26Dis6kBYv7xr++lumjiiMrbikS7VX6Cq9FFMAooooAKKKWgYUlFFABRRRQAUtJRQAUtJRQAUUUUAFFFFABRRRQAUUUUAFOR2R1dGKspyGBwQfWm0tAG8s8HibEd48dvq2MJcNhUuf9mTsH9H6Hv61iXFvLa3EkFxG0csbFXRhgqR2NMrct7mLX4EstRkWO+RQtrducBh2jkPp6N26HjohGFRUtxby2txJBcRtHLGxV0YYKkdRUVMYtFFFACUUUUAFFFFABRRS0AJRRRQIKKKKACiiloGJRRT4onnmSKJC8jsFVVGSxPQCgRY03T5dTvBBGyooBeSV/uxIOrMfQf8A1u9WNV1CKZI7HTwyafbklA3DSt3kf3PYdhx65m1OWPS7RtHtWDPuBvZlPEjjogP91T+Z57CsakAUUUUxhRRRQIKKWrF9bRWtz5UF1HdLtB8yMEDJGSOfSgZWoopaACkoooAKWkooAKKKKAFpKWigBKKKWgBKKKKBBRRRQMKKKKBBRRRQMKWkooA3oGHiW1W0lI/taFcW8hP/AB8oP+WbH+8P4T3+76VhEFSQQQR1zVu5s5LBLWb7RCzTJ5qiKTLR88Zx0NX9R263YNqsYAvIiBfIP4s8CYD3PDe5B/ipCMSloopjEooooEFFFFAwpcUlLQAlFFFAgooooAKKKWgYlbdl/wASPSxqLcX10GS0HeNOjS/Xqq/8CPYVT0ewXUL7bOxjtYlMtxIP4Yx1x7ngD3Ipmqag+p373DKI04WOMdI0HCqPYDFAinRS5zSUDFpKWigBKKWkoAKKKKACiiloASlpKKAFpKWkoAKWkqTyZBCJTG3lE7Q+OM+maAI6WkooAKKWigApKKKBGgYtNXQxJ58rak0uPKC/IqepPfNZ9FFAwooooAKKWigBKKKWgBKuaXqL6ZerOiLIhBSWJvuyoeGU+xFU6WgDQ1jT0sblHtmaSyuF823kPUoex/2lOQfcVn1taORqllLosh/eMTNZE9pccp9HAx/vBaxTkEgjBHagApKWkoAWkoooAWiikoAKKKKACiiigQUUtX9Eso77UkFwSLWFTNcEdo1GT+J6D3IoGWbz/iVaFDYrxcXu24uPVU/5Zp/7MfqvpWNVnUb6TUtQnu5sB5nLYHRR2A9gMD8KrUCCiiigZPFaTzW01xHGTFBjzGyPlycCoKKKAClpKKACiiigQtJS0UDEpaKKACkoooAKuzatdT6Tb6azKLa3YuqquCSe5PfqapUUALRRSUAFFFFABRRRQIKKKKBhRRRQAtFS3NubWRUaSJyyBsxuGAyM4JHf2qGgAooooAWiikoAfG7RSLJGxV0IZWHUEdDWrr6LdNBq8KgR3wJkUdEmGPMH4khh7N7VkZrZ0T/iYWl3o7ctOPOtvaZATj/gS7h9dtIRjUUlFMYUtFGaAEpaSloASiiigQUUUUAFbKZ0/wALO/SXUpfLH/XKMgn83I/74NY4BYgKCSeABWt4kIi1FLBCPLsIlthj+8OXP/fZagDJoAyQPWkooGddr/gldB0FbyS8D3G5QUGNvPYdzXI1NNeXFxHHHNPLIkYwiu5IUewPSoaSAKKWimAlFFFABRRS0AJRRS0AJS0UUAFJRS0AFJS0UAJRS5pKACloooASiiigAooooAKKKKACiiigAoopaACikpaACpLa4ks7qK4gbbLC4dD6EHIqOkoA1PEVvHDqzy267be7VbmEeiuM4/A5H4VmVrzn7b4VtpeslhMYG9fLfLr+TB/zrHoQgopaKBiUtJS0AJRS0lABRRRQBqeHIkk123eUZigJuJP91AXP8sVnzTPcTyTSHc8jF2PqScmtPSf3Gk6xdA4YQpbr9XcZ/wDHVasmgBKnnsri2hhlmhdI513RMw4ceoqClJJABJIHSgBKKKKACilpKACilpKACiiigApaSloASlxRRQAYOM4OOmaKvSavPJo0WmbIhDG5fcF+Yk+pqhQA9o3REZlIVxlSRwe1Nq/ff8gvTP8ArnJ/6MaqFACU4qVxuUjIyMim1ZvdQudQkR7uUysiCNSQOFHQcUAVqWiigBKKKKACiiloASiiigAooooAKKKKACiiigQUUUtAzW0E+fFqVieRcWrMo/24/nH6Kw/Gsmr+gXItNesZm+4JlD/7pOD+hNVr62Nnf3Fs3WGVoz+BxQIgopaSgYUtJS0AJRRRQAUUUUAax/deEB2NxfH8Qif4yVk1raiQvh7Rox/EJpT+L7f/AGSsmhCCiiigAooooGFFFFAC0lFFABRS0lAC0lLRQAUUVZsbRLuYpJdQWqhc75icH24B5oArUlbH9iWv/Qc07P8A20/+JrLnjWKd0SVZVU4DrnDfTNAE9zcJLY2USn5okYN+LEj9Kq1YuobaKK3a3uDM7x7pV2FfLbP3ferFrp1nPbLLNq1vbuc5iaOQsPyGKAM+krTn0/T4oHePWIppFGVjWCQbj6ZIxWbQAlLSUUAFFFFABRRRQAUUUtACUUtJQAUUUUAFFFFAC0lLRQAAkHI6itXxQAfEFzKowJwk4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v:shapes="_x0000_i1038" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 5:
NGC 6881 with 18“ f/5 and 452x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6884 was
discovered by Ralph Copeland in 1884 [3]. I could filter blink identify this
bright object at 94x, already. At 283x a little extended object can be seen
which evolves to a roundish nebula that fades diffusely and whose center
appears brighter at 1356x (!). There are no structures visible but I possibly
blinked the central star (with a filter that blocks the nebular lines).
However, I treat that as an uncertain observation.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="329" src="data:image/png;base64,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v:shapes="_x0000_i1039" width="377" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 6: NGC
6884 with 18“ f/5 and 1356x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The next
object, NGC 6886, was discovered three days (or nights) before NGC 6884 by
Ralph Copeland. Visually this is a less prominent object which remains stellar.
At 94x I could identify this rather bright PN by blinking. It is interesting
that I was able to blink the central star – again with a filter that blocks the
nebular lines. Otherwise, NGC 6886 is rather unspectacular.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="373" src="data:image/png;base64,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v:shapes="_x0000_i1040" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 7:
NGC 6886 with 18“ f/5 and 283x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">NGC 6891
was discovered two days (two nights) after NGC 6884, again by Ralph Copeland [3].
Mr. Copeland really had a successful week. It is a round PN with a very bright
center and a fainter hull to the outside. Structures could not be seen with my
18” telescope. This object exhibits a strong response to filters.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="365" src="data:image/png;base64,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v:shapes="_x0000_i1041" width="378" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 8:
NGC 6891 with 18“ f/5 and 452x</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">The last
object in the 68xx-series is NGC 6894 which was discovered by William Herschel
on July 17<sup>th</sup>, 1784 (IV-13) [3]. It represents a worthy final. In my
telescope I could observe a big and conspicuously bright nebula that can be
easily seen as a disk at 84x. It is no wonder, since, after all, NGC 6894 is
half as big as M 27. At 452x this object is impressive. With averted vision,
the ring structure of this circular PN is obvious, with the northern part being
brighter. When using a UHC or an [OIII] – the nebula shows a good response to
both – the ring structure can also be seen with direct vision. Only the central
star evades the eyes of mine.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img height="362" src="data:image/png;base64,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v:shapes="_x0000_i1042" width="377" /></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Figure 9:
NGC 6894 with 18“ f/5 and 452x</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Those 15
objects presented here are only a fraction of all known nebulae. So, according
to [5] 50,000 PNs are expected to be located within our galaxy – more than
2,000 of them have been observed so far. Furthermore, more than 5,000
extragalactic PNs are regarded as definite [6] – the playing field is huge. </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Even though
most of these objects will not be able to be observed with amateur means, I
wish all well-disposed observers lots of success in observing this wonderful
and interesting object class! There is more to see than just the four
Messier-PNs.</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[1] Wallace,
K., Snyder, D.: Planetary Nebulae Database, Revision 6, May 2002; online to be
found at <a href="http://www.blackskies.org/PN_Files/SECGPN_V6DS.xls "><span style="color: windowtext; text-decoration: none; text-underline: none;">http://www.blackskies.org/PN_Files/SECGPN_V6DS.xls </span></a></span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[2] Cahn,
J.H., Kaler, J.B., Stanghellini, L.: A catalogue of absolute fluxes and
distances of planetary nebulae. Astronomy & Astrophysics Supplement Series
94, 399-452, 1992</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[3]
Wallace, K.: Planetary Pages, 300+ Planetary Nebulae for an Eight Inch
Telescope; self-publishing, 1997</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">[4] Forte,
T.: Planetary Nebulae Club Observing Guide. </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Back Bay Astronomers & Astronomical League,
third edition, 2008</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">[5] Karttunen, H., Kröger, P., Oja, H.,
Poutanen, M., Donner, K.J. (Eds.): Fundamental Astronomy. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">5th edition, Springer Berlin
Heidelberg New York, 2007</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[6] Ford,
H., Peng, E., Freeman, K.: Extragalactic Planetary Nebulae. In: The Dynamics,
Structure & History of Galaxies. ASP Conference Series, 2002</span></div>
<div style="margin: 0cm 0cm 0pt;">
<b><span lang="DE" style="font-size: 14pt;">- - - - - - - - -
- - - - - - - - - - - - - - - - - - - - -</span></b></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;">Diesen Artikel habe
ich vor einiger Zeit einem deutschen Amateurastronomiemagazin (welches sich
nebenbei über mangelnden Eingang von Artikeln zu Deep Sky beschwert hat) zum
Abdruck vorgeschlagen – aber anscheinend haben sie sich entschieden, ihn nicht
zu veröffentlichen.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;">Es geht um
Planetarische Nebel des NGC-Kataloges, welche mit den Ziffern „68“ beginnen.</span><br />
<br /></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Zählt man die beiden Objekte NGC 650/651 und
NGC 2371/2372 jeweils als ein Objekt, so sind im NGC-Katalog insgesamt 94
Planetarische Nebel (PN) verzeichnet. Bei insgesamt 7840 Einträgen in besagtem
Katalog handelt es sich also um eine sehr mager vertretene Objektgruppe. Dabei
fällt auf, dass besonders viele, nämlich insgesamt 15 der 94 Objekte zu den
68ern gehören, d.h. die beiden Anfangsziffern der vierstelligen Ziffern lauten
68. Das ist nicht ganz zufällig so, sondern liegt darin begründet, dass der
NGC-Katalog (im Großen und Ganzen) nach Rektaszension geordnet ist und der
68er-Bereich in der Sommermilchstraße liegt. Die nachfolgend beschriebenen
Objekte tummeln sich daher in den altbekannten Sommersternbildern Schwan (fünf
PNs), Adler (vier PNs), Pfeil und Füllen (jeweils zwei PNs) sowie Delphin und
Schütze (jeweils ein PN). Sie sind allesamt vom deutschen Sprachraum aus zu
beobachten. Die wichtigsten Daten der Objekte sind in der Tabelle gelistet.</span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="400" 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" v:shapes="_x0000_i1043" width="264" /></span></div>
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<span lang="DE">Bild 1: Verteilung der Planetarischen Nebel
mit 68er NGC-Nummern in den Sommersternbildern</span></div>
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<a href="https://4.bp.blogspot.com/-aDDbfTLcjVQ/WJhBbK9WjxI/AAAAAAAABaw/TTxiUwEoNWE-QVZTcFg_FBqCrtUVgPLcQCLcB/s1600/NGC68xxde.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="181" src="https://4.bp.blogspot.com/-aDDbfTLcjVQ/WJhBbK9WjxI/AAAAAAAABaw/TTxiUwEoNWE-QVZTcFg_FBqCrtUVgPLcQCLcB/s400/NGC68xxde.JPG" width="400" /></a></div>
<span lang="DE"> </span></div>
<span lang="DE">Alle Daten außer [2] aus [1]<span style="mso-tab-count: 1;"> </span></span><br />
<span lang="DE" style="font-family: "times new roman" , "serif"; font-size: 12pt;"><br clear="all" style="mso-break-type: section-break; page-break-before: always;" />
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<span lang="DE">Zwei interessante Sachverhalte möchte ich
nicht unerwähnt lassen. Man sollte erwarten, dass sich in der Milchstraße
besonders viele Objekte wiederfinden und daher der Rektaszensionsbereich, in
welchem sich die 68er befinden, recht schmal ausfallen sollte. Rechnerisch
würden bei gleichmäßiger Verteilung aller Objekte über den Himmel, alle
„100er-Pakete“ einen Rektaszensionsbereich von 18min überdecken. Im
68er-Bereich sind es aber mit etwa 54min dreimal so viel. Mit anderen Worten:
NGC-Objekte sind in diesem Rektaszensionsabschnitt durchschnittlich dreimal
seltener anzutreffen. Wenn es aber hier einen Mangel an NGC-Objekten gibt, dann
muss es ja an anderen Stellen am Himmel NGC-Objekte im Überfluß geben. Dem ist
in der Tat so. Zeichnet man sich die zugehörige Kurve der
„Rektaszensionsbreitenverteilung“ auf, dann sieht man zwei Maxima (also
NGC-Objektmangel) bei den 2200ern (das fällt bei uns z.B. in die
Wintermilchstraße) und eben bei den 6800ern. Die ebenfalls auffälligen Minima
(das sind NGC-Objektüberschüsse) befinden sich bei den 4500ern
(Frühlingshimmel) und um die 500er (Herbsthimmel). Beides sind Bereiche, in
welchen sich viele Galaxien befinden. So überdeckt der Bereich von NGC 4301 bis
NGC 4400 grade einmal 3,5 min in Rektaszension – hier finden sich 86 Galaxien,
von denen fast drei Viertel in der Jungfrau und im Haar der Berenike liegen.</span></div>
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<span lang="DE"><img border="0" height="214" 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" v:shapes="_x0000_i1044" width="400" /></span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Bild 2:<span style="mso-tab-count: 1;"> </span>Rektaszensionsbreitenverteilung
der NGC-Objekte</span><br />
<br /></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Die mit üblichen Amateurmittel erreichbaren
Planetarischen Nebel sind allesamt Objekte unserer Heimatgalaxie. Da wir im
Frühjahr wie im Herbst aus der Ebene der Milchstraße hinausschauen, könnte man
nun die Vermutung aufstellen, dass sich Planetarische Nebel deutlich gehäuft in
Sommer- und Wintermilchstraße finden werden, also in Bereichen in welchen die
Sterndichte zwar groß, die Dichte der NGC-Objekte“ jedoch klein ist. Dem ist
aber interessanterweise nicht so. Schaut man sich die Anzahl der NGC-PNs
verteilt über die NGC-Nummern an, dann fällt auf, dass sich diese hauptsächlich
von NGC 6500 bis NGC 7100 – also im Bereich der Sommermilchstraße -<span style="mso-spacerun: yes;"> </span>erstrecken. Um genau zu sein finden sich
zwischen NGC 6000 und NGC 7000 47 PNs – also exakt die Hälfte aller NGC-PNs. In
der Wintermilchstraße hingegen befinden sich nur eine Hand voll Objekte. Es
leuchtet schnell ein, dass dies daran liegt, dass wir im Sommer ins Innere
unserer Galaxis blicken, während wir im Winter nach außen schauen – also in
eine Gegend, in welcher die Sterndichte deutlich geringer ist. Aus dem gleichen
Grunde ist die Wintermilchstraße auch weniger prominent als ihr sommerliches
Pendant. </span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="214" 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" v:shapes="_x0000_i1050" width="400" /></span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Bild 3: Verteilung der NGC-PNs </span><br />
<br /></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Nun aber zurück zu den Planetarischen Nebeln.
Alle hier vorgestellten PNs wurden vom Autor visuell beobachtet. Bis auf zwei
Ausnahmen kam hierfür ein selbstgebauter 18“ f/5-Dobson in den Allgäuer
Voralpen und den österreichischen Alpen bei jeweils guten bis sehr guten
Bedingungen zum Einsatz. Dies soll aber nicht abschrecken, die Objekte auch mit
kleineren Instrumenten zu besuchen. So beschreibt Kent Wallace beispielsweise
in seinem sehr empfehlenswerten aber leider schwer erhältlichen Werk „Planetary
Pages“ [3] über 300 PNs, die er mit einem 8“-Teleskop beobachtet hat – darunter
befinden sich auch alle hier vorgestellten 68er. In den Zeichnungen ist die
Westrichtung entsprechend gekennzeichnet. Da ich mit Teleskopen nach
Newtonscher Bauart beobachtet habe, befindet sich die Nordrichtung um 90° zur
Westrichtung im Gegenuhrzeigersinn versetzt.</span></div>
<span lang="DE"><br /></span><br />
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">NGC 6803 wurde am 17. September 1882 von
Edward Pickering entdeckt [3, 4] und verbleibt im 18“er selbst bei 452x, die
bei dieser Beobachtung angewendete Maximalvergrößerung, stellar. Der sehr helle
Nebel lässt sich jedoch mit einem [OIII]-Filterblink sehr leicht
identifizieren.</span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="363" 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v:shapes="_x0000_i1045" width="378" /></span></div>
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<span lang="DE">Bild 4: NGC 6803 mit 18“ f/5 und 283x</span></div>
<span lang="DE"><br /></span><br />
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<span lang="DE">NGC 6804 wurde am 25. August 1791 von William
Herschel entdeckt (VI-38) und 1917 von Francis Pease als Planetarischer Nebel
identifiziert [3, 4]. </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Visuell zeigt sich ein helles und einfaches
Objekt, dessen Zentralstern ebenfalls leicht gesehen werden kann. Es befinden
sich zwei weitere Vordergrundsterne im Nebel, welcher etwas in
Ost-West-Richtung elongiert erscheint (ca. 1:1,5). Das Zentrum ist heller, der
Nebel läuft diffus aus, wobei die eingesetzten Filter nur wenig hilfreich
waren. Insgesamt ist NGC 6804 ein sehr schönes Objekt.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="371" 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v:shapes="_x0000_i1046" width="378" /></span></div>
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<span lang="DE">Bild 5: NGC 6804 mit 18“ f/5 und 452x</span></div>
<span lang="DE"><br /></span><br />
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<span lang="DE">NGC 6807 wurde am 4. September 1882 von Edward
Pickering entdeckt [3], also fast genau zwei Wochen vor NGC 6803. Dies ist
nicht die einzige Ähnlichkeit, denn die Beschreibung dieses Objektes gleicht
derjenigen von NGC 6803. Ich konnte den Nebel mit einem [OIII]-Filter bei 94x leicht
identifizieren, trotzdem verbleibt er auch bei hohen Vergrößerungen stellar.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="363" 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v:shapes="_x0000_i1051" width="379" /></span></div>
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<span lang="DE">Bild 6: NGC 6807 mit 18“ f/5 und 283x</span></div>
<span lang="DE"><br /></span><br />
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<span lang="DE">NGC 6818 ist der südlichste der hier
vorgestellten PNs und wurde am 8. August 1787 von William Herschel entdeckt
(IV-51) [3, 4]. Besonders im angloamerikanischen Sprachraum ist dieser Nebel
als „Little Gem“ (also etwa „Kleiner Edelstein“) bekannt. Diese Namensgebung
geht auf John Mallas zurück, der in seinem „Visual Atlas of Planetary Nebulae“
darauf hinweist, dass NGC 6818 der blaueste PN ist, den er beobachtet hat.
Visuell ist NGC 6818 recht nett anzuschauen. Kurzzeitig hatte ich eine
Ringstruktur vermutet, ansonsten erschien der Nebel rund mit uniformer
Helligkeit und diffus auslaufend und dabei irgendwie gemottelt. Ich vermute,
dass hier bei saubererer Optik mehr Strukturen zu holen sind.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="344" src="data:image/png;base64,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v:shapes="_x0000_i1047" width="378" /></span></div>
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<span lang="DE">Bild 7: NGC 6818 mit 18“ f/5 und 452x</span><br />
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<span lang="DE">NGC 6826 wurde am 6. September 1793 von
William Herschel entdeckt (IV-73) und ist als „Blinking Planetary“ bekannt [3].
Das bedeutet, dass bei Beobachtung ohne Nebelfilter der Zentralstern, der ein
Kontinuumsstrahler ist, so hell erscheint, dass er den umgebenden Nebel
überstrahlt und letzterer somit nicht sichtbar ist. Bei Einsatz eines Filters,
welcher die Nebellinien durchlässt, den Rest des Spektrums jedoch blockt, kehrt
sich der Effekt um. Der Nebel ist nun sichtbar und der Zentralstern wenn
überhaupt nur schwach zu erkennen. Diese Beschreibung gilt jedoch hauptsächlich
für Teleskope mit geringerer Öffnung bei welchen dieses Objekt näher am Limit
dessen ist, was die Optik noch zu zeigen vermag. Dieses Objekt konnte ich vom
Kitt Peak im Bundesstaat Arizona, USA, mit einem 16“ f/5 Dobson beobachten und
notierte ein Objekt, welches einen auffälligen Zentralstern beherbergt. Der
Nebel ist etwas ins WSW-ONO elongiert und scheint eine Schale zu haben (nur bei
780x gesehen). Der Einsatz eines UHC-Filters hat nur wenig geholfen.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="397" src="data:image/png;base64,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v:shapes="_x0000_i1048" width="378" /></span></div>
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<span lang="DE">Bild 8: NGC 6826 mit 16“ f/5 und 780x</span><br />
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<span lang="DE">NGC 6833 wurde 1883 von Edward Pickering
entdeckt [3, 4]. Es handelt sich hierbei wieder um einen stellaren PN, den ich
mit einem Filterblink bei 94x identifizieren konnte. Selbst bei 848-facher
Vergrößerung konnte ich keine Ausdehnung ausmachen, die über das seeingbedingte
Ausmaß hinausging.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="367" src="data:image/png;base64,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v:shapes="_x0000_i1049" width="378" /></span></div>
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<span lang="DE">Bild 9: NGC 6833 mit 18“ f/5 und 452x</span></div>
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<span lang="DE">NGC 6842 wurde am 27. Juni 1864 von Albert
Marth entdeckt und 1919 von Heber Curtis als PN identifiziert [1]. Es ist ein
recht helles Objekt, welches aber eine gewisse Schwierigkeit aufweist, wenn man
ohne Filter beobachtet. Gefunden habe ich dieses Objekt bei 94x unter
Zuhilfenahme eines [OIII]-Filters. Das scharf definierte Scheibchen ist rund
und im Westen bei längerer Beobachtung etwas heller. Ein hellerer Streifen,
welcher von Ost nach West durch den Nebel läuft, bleibt eine beobachterische
Vermutung. Einen Zentralstern konnte ich nicht ausmachen. Eine besondere
Ästhetik wird durch das nette Sternfeld verliehen, in welchem sich NGC 6842
befindet.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="389" src="data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAGFAXoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDx2iiikMSlopKACiiigApaSloAKSlooAKKKKACiiigAooooASiloxQAUUUUAFFFFABRRV6xso7mw1KeQsHtoVdADwSXVefwNAFGiiigAooooAKM0UUAFFFFABRRRQAUUtJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSY9qAFooooACRgcfjSUUUAFFFGaAClpKWgAooooAKKKklt5rcJ5sToJFDoWGNynoR6igCOiitPQdOj1DUQLklbOBTNcP6IOv59KQGZRT5mjaeRoVKRFiUUnJAzwM0ymAUUVastNvdRbbZWs05/wCmaEgfj0FAFWito+HGt/8AkI6jYWZHVGl8yQf8BTNJ5Xh63yJLrULxh/zxiWJT+LEn9KQGNRWz/amkRHEGhI47G5uXc/ku0Un/AAkRTiDStJiA9LUP+rE0AY+R6itXSsf2PrfT/j3j/wDRq1J/wlWpg5RraP8A652kQx/47Sr4v1pQQt4oB64gjGf/AB2gDFyPUUAitk+LdXON1zG2Oga3iP8A7LR/wk92x/fWumzf79lH/QCgDHpK2P7bs5f+PnQdPb3iMkR/RsfpSmfw9cD57TULNvWKZZV/JgD+tAGPRWv/AGTp1x/x5a1ACeiXcbQn8+V/Wo7jw5qlvF5v2Vpoevm25EqY+q5oAzKKO/PbrRQAlFFLTASiiigAooooAKKKKACiiigAooooAKKKKACkpaM0AFJRRQAvHrSUUUAFFFFAADS0lLQAZooooAM1uaeDrGjTac2XurUGe0Hcr/y0jH4fMB7GsPNSW88ttPHPA5SWNgysOoIpAdLZ6dp39m2em3iBb7UUM8VwePJPSNT7Ng5+oqrq7DRdOXRIiPtDESXzg/xfwx/Re/vWbqepXOsaibm4wZmCqqxrgDHAAAq4dHSz/fa9ctbu3zC2T57h89yDwn1bn2oAyI43mkWOJGeRjhVUZJ+grX/4R8WYDazeRWHfyceZMf8AgC9P+BEU1/EElvG0OkQrp0JGC0ZzM4/2pOv4DArJJySTyTySe9AGv/aemWRxp+mCZx/y2vm3k/SMYUfjmq17rmo6guy4u5DF2iQ7I19gowP0qhSUwF+lFJS0AFFFFABR0oAooAKKKKACiiigAq/Fb6jp9nFqcJmt4JXKRzRvt3Edehz61QqQzytEkTSOY0JKoWJVc9cDtSA1R4jluAF1S0tdQXpulTbJ/wB9rg/nmgWmj6h/x53klhMf+WV580f4SKOPxH41jUZ4oAu3+k3um7WuoCsb/clUho3+jDg1SNXdP1e90zcLWcrG/wB+JgGjf6qeDVzOkaqPmH9lXZ7gF7dz/wChJ+o+lAGNRVu/0u60x1W6i2q/KSKdySD1VhwaqUwCiiigAoxRRQAYooooAKKKKACijFGKACiijFACUUU4rgDnn0oAbRS4ooASiiigAopaKACjFFFABV/TtImv0ednS2s4j+9upchF9h3ZvYc1Zt9Mg0+3S91oMFcboLNTiScdi39xPfqe3rVTUtVuNUdPO2JDEMRQRLtjiHoo/r1NIC42rwaapi0JHjcjD3soHnN/ujpGPpz71jszOxZmLMxySTkmkooAKKKOaYBRRRQAY4ooooAKKKKACiiigApKWkoAWiiigAxRRRQAUUYooAKKKWkBe07WLnTlaJdk1q/+stphujf8Ox9xg1bOl22rqZNELLOBuewlbL+/lt/GPb731rGpVZkYMpKspyCDgg0AIQVJBBBHBBHSkrcF7ba8oj1V1t7/ABiO+x8sh7CUD/0Mc+uay76wuNOumt7qMxyAA4zkMD0IPQg+ooAr0UYopgFFFFABSUtFACUtFFABSUtFABRRRQAUUUlABRRxj3paADNGaSlHNAABkgDknsK3Vgg8OKsl2iT6qRuS2YZS2z0aT1b0Xt39KVAvheIOwVtZkXKKefsanuR/z0PYfw9etYTMzuzOxZmOSxOSTSAfc3M13cST3EjSzSHc7sckmo6KKYBR3oo7ZoAKKKKACiiigAooooAKKKKACijrRigAooo60AGaKKKACiiigAFLSUUAd/4V8JaVqfhwXlyTJI+4SNuwIcH9OOea4SUIsriNiyBiFb1GeDSLK6Kyq7BW+8ASAfr60ylYBaQUUUwFrVsdThltl0/Vg0lmP9VKvMlqT3X1X1X8sGsmikBb1HTZtMnWOUo6Ou+KWM5SVf7yn/OO9VK1NN1KIW7afqQaSwckggZe3c/xp/Udx74qtqOny6bc+VIVdGUPFKhykqHoyn0/l0oAqUUUUwCiiigAooooAKTFLRQAZpKKXtQAUlFFAC0lHWloAPxrctI08P2ceoThW1GYbrOFufKX/nsw9f7o/H0qvpNtBDDJql/H5lrAwWOE/wDLxL1C/wC6Ore2B3qjd3c1/dSXNy5eaVtzMf8APA9qQETu0kjPIzM7EszMcknuTSUUUwCg1Yks7iCMPNDJGrdCyEZqvSAKKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAW7dLFrC7e4mlW6Xb9njVcq/PzZPbAqpRRQAZoozRQAUUUUAFFFFABWrpt7BNbHTNSbFq5LQzYybaQ/wAX+6f4h+PUVlUUAWL6xn068ktbpAsqHnByCOoIPcEcg1X/AJVuWJGv2CabKR9vt1P2KQ/8tF6mE/zX3471iEEEg5BHUEUgEooFFMAxRRRQAdKKKKAEooooAKKKKACrem2Emp38dtGwTdkvI33Y1AyzH2ABNVK2Zj/Y+hrbrxeagoklPdIM5Rf+BEbj7BaAK+sX8d5OkNopSxth5duh647sf9pjyfy7Vn0lFAC5pY32SI+AdpBwehptFAHVeJvG7+IbBbRLNYI9wdyW3HI7DjgVy1JRQAtJS0UAJS0UUAGaM0lGKAFopKKAFopKM0ALU1nb/bL2G3Eix+a4Te5wFyepqGigC1qVpHYahNbQ3CXKxnHmoOD61VoFFABSUtFABRRSUALRRSUALRRRQAlLRRQAZooooABRRRQA5GZGDoxVlOQwOCD61saoBqtiNZiVRNuEd8ijpJ2kx6N3/wBoH1rFq/o+oJp97mdS9pMpiuYx/FGeuPccEe4FIChRVvVNPbTNQltmcSKuGjkXpIhGVYexBFVKYAaKKKACk/ClooASilpKACiiigDR0WziurxpbvP2S1Qzz+6jov1YkL+NVr69l1G+mup8eZKxYgdB6AewHA+laF6Bp2hW1kOJ7vF1P7L0jX8st/wIVkUAFJRRQAUZoooAKKKKAFopKXrQAUZpKXFACdaKKKACjFFFABS0UUAFFFGKACijFFABRRRQAUlLRQAUUUUAWbfTrq6tbi5ghZ4bcAysP4Af/wBVVqkiuZoYpYopXSOUASKrEBx7jvUdABRRRQAUUUYoAKKKKACiiigDZX/ibeHmUnN3pg3L6vbk8j/gLHP0Y+lY1XNKvzpmpQ3QXeqHEiHo6HhlP1BIpdYsBpupzW6HdFw8L/342GVP5EUgKVFFGBTASilowfWgAzRRRQAVd0exXUdUhgkO2IkvK392NRlj+QNUq17H/Q/Dt/d9HuWWziPt96Q/kFH/AAKgClqd8dS1K4u2G3zXJVf7q9FH4AAfhVWkooAWikooAKXrRRQAUYopKAAUtFJQAUtFFABR0o60YoAKKKKAFzxjtRSU4DJApAWbKxkvJNqDj1PStZvDwijBkk5IzwKn0JdqdAQR0q9PLvckjhuDmobA5y50wxDKtuHtWcy7TiunmxjtycVg3yBJTjpmnFgVaKnsbtrC+hukjjkaFgwWQZU/UUy4na5uZZ5AoeRy5CjAyTngVQEVFFFMCXz2+y+RsTbv37tvzZxjGfT2qLFXBa239jG6+1L9qE/l/Z++zGd358VTpAFGKtwT2aadcxTWzPdOV8mbfgRj+LI75qpQAtFJRimAZooooAKM0UUAFFFFAC1r3H/Ew8M29xyZtPf7PJ/1ybLRn8DuH4isetfw4yzX0unyECO/iaDns/VD/wB9AfnSAyKKUgqSrDBHBBpKYBRRRQAUUlLQAZrX1v8A0a00zT8YMNv50g/25Pm/9B2D8KoafaG/1K2tVzmeVY+Pc4qbW7r7brd5OMbGmbZjsoOF/QCkBRopKKYBS0cUZoAMZ4o/CgGjOTnPNABSUUUAFS7IfsobzW8/fgx7eNuOuc9c9qjooAKKKKACkoooAWiikoAWlBwaSigDd0q+8pSCev5itD7QJM4/L0rlY5WjIINW01OVVxniocQNSd1jyzEZxwPU1krfzW14txA4WVM7SVBxxjoailunl6moM5ppAKTmkooqgCiiigAooooAKKM0UAFGaKKADrR0oozQAUtJRQAUUUUAFPhmeCaOaI4kjYOp9CDkUyigDU8RxImtzyxD9zchbmPH91xu/Qkj8Ky61tT/ANI0HSbrqyLJauf9xty/o/6Vk0gCjBoopgFFFFAGv4Y/d6ubo9LSCWf8VQ4/UisgcAVq6SfK0jWZuc/Z0hH/AAKRf6KayaQBRRRTAKKKKACiiloASiiigBaKSigApaBRQAUUUlAC5pKKBkHigApR+tJS0AGCOvWiiigAopKKAFoopKAFopKWgAopKWgAooooAKKSlNABRSUtABRRRQAUUUUAFFFJQBr22Z/Cl/Hx/o9zFOPowZD/AOy1k/jWtofzwatB/wA9LFmx7oyv/Q1k0gCiijmmAlFFLQBqW/yeFb5unmXcKfXCuayq1uB4PH+1qH8o/wD69ZVACUUUUALSUUUAGaKKKACiiigAzRS0lAC0UnSigAoopaACiijvQAUUUUAHFFFFACUuaSloAKTNLSUALRRRQAUUUUAFFFFABRRSUALRRRQAUUUUAJS0UUAFFFGKANbwzzrIjxnzYJo/zjaskdBWt4X/AORlsh2LkH8VIrIA4FIBaSij8aYEtu8cVxG80QmjVgWjLFdw9MjkVq/2ro3bw8n/AIGSVjUUAdBqVza3XhSFrOxWzRb5gVWVn3Hyxzk1z9awG7wa5/uagPwzGf8ACsmgBKKXrSUAFFLSYoAKMUUCgBcUUUUAFFFFAB1ooooAKKKSgBaKSigBaKSloAKKKKACiiigBKKWigBKWiigAooooAKKSl4oASloooAKKKKACjFFFABiiiigAooooA1/Chx4o0/jP73oe/Bp3/CRJj/kCaP0/wCeDf8AxVM8LceIbdsZCLI/5RsayR0FIC7f6kL9EUWFlalCTut4yhb68mqWfpRR+FMAooo4oA1rP954Y1ROcpNBL+HzL/7MKya1dF/e22rW4/5aWTOB7oyt/IGsqkAlFLRTAKKKKACiiigAzRSUUALg0dKSjFAC5ooooASiiloASloooASloooAKKKKACiiigAoopKAFopKXrQAccUUlHWgBaKKKACiiigAooooAltY4prqKOeYQROwDSld2weuBTZVVJHVH3qCQGxjcPXFMopAFFFFMAxRRRQBreHfkuryf/njZTt+JXaP/Qqyela+l/udD1mf+9HHbj6s4J/RDWTSASj8KKOaYBRRRQBqeGpFTxBaJJxHMxgb6OpT/wBmrNkiaGV434dGKsPccUI7RSLIhIdCGU+4rT8Sov8AbctxGMRXarcp9HG4/rkfhSAyqKKPxpgFFFFABRRRQAUUfhRQAUVq+GW0tdbiOt5FoFbPBI3Y4yB2qHXJdPm1ed9JiaOzyNgbv6nHYH0pAUKKKKYBRRRQAUUUUAFFFFABRRRQAlLRRQAUYoozQAUYoooAXAopKWkAUlauo6nZ3elWNrbaclvNbriWcHmU/wCeeayqACiiimAUUUUAFFFFABRRRQAUUUdOaANeX/R/CMCHO67u2l/4DGu0fqzflWRWv4hH2eaysP8AnztURh/tt87fq2PwrIpAFH4UUYpgHaikzRQAta95m88M2Nz1e0ka0c/7J+dP5uPwrIrY8P8A+lG80s/8vsOI/wDrqnzJ+eCv/AqQGOaBQQeOOaTHNMApeaKSgApRSUtABRjNFFABijsP50tJQAUUhooAWikooAWkpaSgBaKKKAEpaKTFAC0lFFABS0lLQAUUUUAFFFFABRRRQAUUUlAC0UUUAFFFFABRRRQAVoaFZrfa1awyf6kP5kp9EX5m/QGs+tixH2Dw9e3vSS6P2OH6cNIfy2j/AIFSAz7+8fUNQubuT708jSH2yc4qvRRmmAUfjRRmgBMUUUUALUlvPJa3MU8LbZInDofQg5FR0UAaviGCMX63duu22vkFxEB0XP3l/BtwrKrYsf8AiZ6FcWHW5tSbm2Hdlx+9UfgA2P8AZNY9IAoopKYBRRS0AGKKKKADNFFFABRRRQAUYoooASloq6mj3raS2peTizU7fMLAZOccDqeaAKVHWiigA6UUUUAAGSAOpopKWgApKWigAooooAKKSloAKMUUUAFFFGaACiiigAzRRRQAUUUtIBVRpHVEBZmOAB3PpWr4gdYZrfTIiDHYR+WxHRpScyH8+P8AgNLoQFks+sSAbbTCwAjIedgdn5ct+A9ayGYsSWJLE5JPegBKKKKYBRRRigAopKWgAooooAnsruWwvYbqA4khcOp9cdj7GreuWUVvcpdWY/0K8XzoP9nn5kPupyPy9aza2NHdNQtpNFnYKZm8y0dj9ybGNv0ccfXBpAY9FOdGjkZJFKupKsrDBBHam0wCiiigAooooAKKKKACremRWU98iajcvbWxB3SIm4jjgYqpRQA6TYJXEZJTJ2kjBI7ZptFGKACnmaVoREZHMQOQm47QfpTKKACig80UAFJS0UAFFHNFABRRRQAUUUUAFFFFABmlpKKACiiigAoopaAEopcEAEjg96KQBT4opJ5kiiQvJIwVFUcsT0FMra07/iT6YdVbAup90Vkvdezy/h0HuT6UAR65LHb+TpNs4eGyz5jr0kmP32+gwFHsPesjilooASiiimAUcelFFABRRRQAUUUUAFGcHg80lLQBtah/xO9POqxjN3DhL4D+LssuPfo3vg96xatabqEumXq3EIVuCrxtysiHgqw9CKsatp8UIjvbAs2n3JPlEnLRN3jb/aH6jBpAZtFFFMAooooAKKSigBaKKKAEooooAWk6UtFABRRRQAUUUZoAOaKSloAKKKKACiiigAooooAKWkooAKKKKAClpKVVLsqjqxwKAO9l8R6HL4LW22KblbcReQych8Y3A4xjvXBVNe2j2F7NayPG7xMVYxtuUn2NLZWc+oXaW1sm6RzxzgAdyT2AHJNKwFjSNPW+uHe4YxWduvmXEo/hX0H+0x4HuaZqmoNqd4ZigijUBIol6RIPuqP88nJqzq17CkKaZpzbrOE5eUDH2iTu59h0UenPU1lUAFJS0lABRQaKYBRRSUALQaKSgAxRRRQAUUYooAUVoaVqgsWkhuYzPY3A2zw56+jL6MOx/Doaz6KAL2qaYbB43ik8+znG6C4AwHHcH0YdCO1Ua0NM1NbVZLW8iM+nzkebEDhlI6Oh7MP16Gm6npT2HlyxyLcWc2TDcIPlceh9GHde1AFGkoooAKKWkoAWkopaAEpaKKACjFFJQAtFJS0AFJS0UAHP4UUdqKACiiigAooooAKKKKADNFFJQAtFSvazxQRzyQusMufLcrgNjrg1FQAUUVNaWk99cx29rE0s0hwqr3/+tQAlvby3U8cFvG0ksjbURRksa1byeHSLSTTbGRZLiT5by5Xo3/TJD/dB6n+I+wpZ7qDRLaSy06RZruQFLm8Xoo7xxn09W79uOuJSAWko7UUwCiiigAzRmijpQAlFGaPyoAWiikoAKKKKACiiigBaSlooAKv6ZqrWG+GWMXFlNxNbueH9wf4WHYis+igDV1DSFjtjf6bKbnTycFj9+En+GQdj79DWXVmw1C4024861k2NjawIyrqeqsDwR7GtE2VnrgL6Wq216eWsWb5X94mP/oJ59CaQGLRTpI3hkaOVGR1OGVhgg+hFNpgGKKKKAFG3aeu7PHpSUlLQAUUUdKACiiigAooooAKKKKACiiigAoopaAEoorr9L+Ht3qehx363CRyTAtFEVPI9zSuByHWjFTXNvLZ3MtvOu2WJirD0IqKgCe4vrm6t7eCaVnit12xJ2UVWp1atrogW3W81aU2dmwyg25ln9kX/ANmPH1oAqadplxqc7R26qFQbpJXO1I1/vMewq9dajb6fbSWGjsSsg23F4V2vOP7q/wB1Pbqe/pUGo6wbqEWlpCLTT1OVt0Odx/vO38Tf5GKzaACiiimAUUUtACUUUUAFFFFABSYpaSgAoo5ooAKKKKACiiigApaSigAoozRQAUv86SigDZi1mG+iWDXIXuAo2pdRnE8Y9Mnhx7H8CKiutDlSBrqwkW/sx1lhB3R/76dV/l71mVNa3dxZXCz2s0kMq9HjYg0gIaMVs/2lp+p8atamGc/8vdmoUn3aP7p+owabJ4duJI2m0ySLUoB1Nvnev+9GfmH5Ee9AGRRSspVirAqw4II5FJimAdqSlNFABRRR1oAKKKKACiijFABRRRQAUUUtABXZWHxIu7DQYrFbSN7iJPLjnZjgDtle5A964zp1rQsdDv76Lzo4RHbd7idhHGP+BHg/hSApzTPcTSTTMXkkYszHuTVnT9Ku9UZvs0X7tP8AWTOdscY9WY8CruNF0v7xbVrkdlJjt1P1+8/6CqeoaxeakFSeQCFPuQRqEjT6KOPx60AXRc6Zov8Ax5quo3o/5byp+5jP+wh++fduPasq6u5764ee6meaZz8zuck1DRQAUUUUwDrRRRQAUUUUAFFFFABRQaKAEpPwpaXFACfWijFFABRRRQAUUUUAFFFFAB1pQKMUZoAMUYoooAMUUUUAFPR3ikV42ZHXkMpwR+NMzRmgDYHiW4nAXVILfUlHGbhP3gHtIuG/U0oj0C8+7NeadIf4ZFE8f/fQww/I1i5paANj/hGbqcbtPuLK+XsIZwG/74bDfpVG60y+sSRd2dxDj/npGR+tVTV611vU7JQttf3UaD+ESnb+XSkBRyPWlrX/AOEovZBi6hsbr3ntEJ/MAGj+27FzmfQLBie8byR/yagDIpK2P7Q0RsbtDlX18u+b+qmrlougXdtfTjS7xBawiTb9t+9l1XH3P9qgDm6K1/t2hq3GjXDD0a+P9FpRq2mJ/q9Atif+mtxK39RQBjmpILea5bbBDJK3pGhY/pWr/wAJJJHzbadpVuexW1DEfi2ahl8S6xMmxtRuET+5E3lr+S4FAEi+F9UChrmFLND/ABXcqxfoxz+lKdP0ezP+maq10w6x2MRI/wC+3wPyBrIdjIxZ2LMepJyaSgDYOt2tof8AiVaXbwkdJrn9/J+vyj8BVC91C71KXzb24lnfsXbOPoOg/Cq1FABmikpaYBRSZooAWiiigAooooADRmkpaACiiigApKWigAFLSUUAJRS0lABRRRQAUUdKKACiiigBaKSigAooooAWkoooAKKKKACiijFAC0UlLmgAoozSUALWtox/4lmuD/pzX/0alZNPSaSJZFjdlWRdrgH7wznB/ECgBlGaKKACjNHWjFAABkZooooAKKSigBaM0lLQAUUlFAC0UUUAFFFFABRRRQAUUUlABS0lLQAUUZozQAgpaKKAA0lFFAAKKKKACjtRRQAUUUUAHfFHaiigAooooAWiiigA60lFFAC44zSUUUAFFFFAC0maKKAF7UlFFACmgUUUAJQaKKACg0UUAFLRRQAUUUUAFFFFAAORRRRQAHiiiigBPejrRRQAppKKKAFpKKKAP//Z" v:shapes="_x0000_i1052" width="378" /></span></div>
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<span lang="DE">Bild 1: NGC 6842 mit 18“ f/5 und 283x</span><br />
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<span lang="DE">Am 24. Juni 1863 wurde wiederum von Albert
Marth NGC 6852 entdeckt. Genau 100 Jahre später wurde dieses Objekt von Lubos
Kohoutek als PN identifiziert [1]. Diesen Nebel konnte ich bei 94x schwach
sehen. Als äußerst nützlich erweist sich die Verwendung von UHC oder [OIII].
Bei 452x zeigt sich ein kleiner PN mittlerer Helligkeit der keine Strukturen
oder Helligkeitsvariationen aufzeigt. Auch einen Zentralstern konnte ich nicht
sehen. Der 7m4 helle Sterne BD+01 4168 im Westen stört die Beobachtung sehr.</span></div>
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<span lang="DE"> </span></div>
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<span lang="DE"><img border="0" height="328" src="data:image/png;base64,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v:shapes="_x0000_i1053" width="346" /></span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Bild 2: NGC 6852 mit 18“ f/5 und 452x</span></div>
<span lang="DE"><br /></span><br />
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Wer sich mit NGC-Nummer nicht so auskennt wird
nun überrascht sein, denn NGC 6853 ist Messier 27, welcher seinerzeit von
Charles Messier am 12. Juli 1764 [4, 5] als erster seiner Klasse entdeckt
wurde. Wiederum genau 100 Jahre dauerte es, bis William Huggins M 27 im Jahre
1864 als Planetarischen Nebel identifizieren konnte [1]. NGC 6853 habe ich
unzählige Male beobachtet aber nur einmal gezeichnet. Wer dieses Objekt schon
einmal gesehen hat wird schnell merken, dass ich hier mit meiner Zeichentechnik
an meine Grenzen stoße. Zu detailreich sind die Strukturen, welche sich mit
einem moderat großen Teleskop zeigen – zu hart ist mein Zeichenstil.
Entsprechend schwierig ist eine erschöpfende Beschreibung. Als ich dieses
Objekt im Jahre 2010 nördlich von Tucson, AZ, USA mit einem 16“ f/5-Dobson
beobachtet habe, notierte ich folgendes: „Groß, viele Strukturen, Zentralstern
indirekt sichtbar, deutliche Hantelform, Kante beim hellsten Teil des Nebels,
zwei schwächere Bereiche im Nebel, schwacher Ausläufer oberhalb des hellsten
Teiles, mehrere Vordergrundsterne, darunter zwei schwache (siehe Pfeile)
befinden sich im Nebel.“ Eine zugegebenermaßen recht nüchterne Beschreibung
eines außergewöhnlichen und absolut sehenswerten Objektes.</span></div>
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<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">NGC 6853 (M 27) bleibt ein Objekt, welches man
mit eigenen Augen gesehen haben muß – meine Wortkunst stößt an ihre Grenzen. </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
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<span lang="DE"><img border="0" height="350" 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" v:shapes="_x0000_i1054" width="378" /></span></div>
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<span lang="DE">Bild 3: NGC 6853 (M 27) mit 16“ f/5 und 395x</span></div>
<span lang="DE"><br /></span><br />
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<span lang="DE">Zeichnerisch deutlich weniger anspruchsvoll
stellt sich der 1883 von Edward Pickering [3, 4] entdeckte NGC 6879 dar. Dieser
Nebel bleibt stellar bis zur angewendeten Maximalvergrößerung von 452x, konnte
jedoch schon bei 94x mit einem Filterblink identifiziert werden. Ein nettes
Sternfeld mit schwachen Sternen im NO macht dieses ansonsten eher „langweilige“
Objekt sehenswert.</span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="348" src="data:image/png;base64,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v:shapes="_x0000_i1055" width="378" /></span></div>
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<span lang="DE">Bild 4: NGC 6879 mit 18“ f/5 und 283x</span><br />
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<span lang="DE">Der nächste PN, NGC 6881, wurde am 25. November
1881 ebenfalls von Edward Pickering entdeckt [3, 4]. Nach längerer Suche konnte
ich diesen mit einem [OIII]-Filterblink bei 94x finden. Während das Objekt bei
452x noch stellar erscheint, so konnte ich bei 848x eine kleine diffus
auslaufende Fläche, die im Zentrum etwas heller strahlt, ausmachen. Der
Zentralstern versteckt sich jedoch effizient.</span></div>
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<span lang="DE"> </span></div>
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<span lang="DE"><img border="0" height="347" src="data:image/png;base64,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v:shapes="_x0000_i1056" width="378" /></span></div>
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<span lang="DE">Bild 5: NGC 6881 mit 18“ f/5 und 452x</span><br />
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<span lang="DE">NGC 6884 wurde am 20. September 1884 von Ralph
Copeland entdeckt [1]. Schon bei 94x konnte ich dieses helle Objekt mit einem
Filterblink identifizieren. Ab 283x erscheint ein leicht flächiges Objekt,
welches sich bei 1356x (!) als etwa runder nach außen diffus auslaufender Nebel
ausprägt, dessen Zentrum heller erscheint. Strukturen sind keine sichtbar,
jedoch wurde der ZS evtl. geblinkt (mit einem Filter, welcher die Nebellinien
unterdrückt). Diese Beobachtung stufe ich aber als unsicher ein.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="329" src="data:image/png;base64,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v:shapes="_x0000_i1057" width="377" /></span></div>
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<span lang="DE">Bild 6: NGC 6884 mit 18“ f/5 und 1356x</span><br />
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<span lang="DE">Das nächste Objekt, NGC 6886, wurde drei Tage
(bzw. Nächte) vor NGC 6884 von Ralph Copeland entdeckt. Visuell zeigt sich eher
ein wenig prominentes Objekt, welches stellar verbleibt. Bei 94x konnte ich den
recht hellen PN mittels Filterblink identifizieren. Interessant ist, dass ich
auch den Zentralstern blinken konnte – wiederum mit einem Filter, welcher die
Nebellinien unterdrückt. Ansonsten ist NGC 6886 wenig spektakulär.</span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="373" src="data:image/png;base64,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" v:shapes="_x0000_i1058" width="378" /></span></div>
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<span lang="DE">Bild 7: NGC 6886 mit 18“ f/5 und 283x</span></div>
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<span lang="DE"><br /></span></div>
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<span lang="DE">NGC 6891 wurde zwei Tage (bzw. Nächte) nach
NGC 6884 wiederum von Ralph Copeland entdeckt [1]. Herr Copeland hatte also
eine erfolgreiche Woche. Es handelt sich um einen runden PN mit sehr hellem
Zentrum und nach außen schwächerer Hülle. Strukturen waren in meinem 18“er
jedoch nicht sichtbar. Das Objekt reagiert sehr stark auf Filter.</span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="365" src="data:image/png;base64,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v:shapes="_x0000_i1059" width="378" /></span></div>
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<span lang="DE">Bild 8: NGC 6891 mit 18“ f/5 und 452x</span></div>
<span lang="DE"><br /></span><br />
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<span lang="DE">Das letzte 68er-Objekt ist NGC 6894, welcher
am 17. Juli 1784 von William Herschel entdeckt wurde (IV-13)<span style="mso-spacerun: yes;"> </span>[3, 4]. Es bildet einen würdigen Abschluß der
hier vorgestellten Reihe. In meinem Teleskop zeigt sich ein großer und
auffällig heller Nebel, der bei 84x leicht als Scheibe zu erkennen ist. Dies
ist nicht weiter verwunderlich, denn NGC 6894 ist immerhin halb so groß wie M
27. Bei 452x ist das Objekt beeindruckend. Eine Ringstruktur des runden PNs ist
indirekt eindeutig sichtbar, wobei der nördliche Teil heller erscheint. Bei
Verwendung von UHC oder [OIII], auf beide Filter reagiert der Nebel gut,<span style="mso-spacerun: yes;"> </span>ist die Ringstruktur auch bei direktem Sehen
zu erkennen. Einzig der Zentralstern entzieht sich meinen Blicken. </span></div>
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<span lang="DE"> </span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><img border="0" height="362" src="data:image/png;base64,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v:shapes="_x0000_i1060" width="377" /></span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE"><span style="mso-spacerun: yes;"> </span>Bild 9:
NGC 6894 mit 18“ f/5 und 452x</span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Die fünfzehn hier vorgestellten Objekte bilden
nur einen Bruchteil der bekannten Planetarischen Nebel ab. So werden nach [2]
50.000 PNs in unserer eigenen Galaxis vermutet, über 2000 davon sind bislang
beobachtet worden. Über 5.000 weitere extragalaktische PNs sind mittlerweile
sicher identifiziert [3] – das Spielfeld ist also riesig.</span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Doch auch wenn die meisten mit Amateurmitteln
nicht beobachtbar sein werden, so wünsche ich den geneigten Beobachtern bei der
Observation dieser interessanten Objektklasse viel Erfolg! Es gibt am Himmel
mehr zu sehen als nur die vier Messier-PNs. </span><br />
<span lang="EN-US" style="mso-ansi-language: EN-US;"> </span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[1] Wallace,
K., Snyder, D.: Planetary Nebulae Database, Revision 6, May 2002; online gefunden
auf <a href="http://www.blackskies.org/PN_Files/SECGPN_V6DS.xls "><span style="color: windowtext; text-decoration: none; text-underline: none;">http://www.blackskies.org/PN_Files/SECGPN_V6DS.xls </span></a></span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><br />
</div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[2] Cahn,
J.H., Kaler, J.B., Stanghellini, L.: A catalogue of absolute fluxes and
distances of planetary nebulae. Astronomy & Astrophysics Supplement Series
94, 399-452, 1992</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[3]
Wallace, K.: Planetary Pages, 300+ Planetary Nebulae for an Eight Inch
Telescope; erschienen im Eigenverlag, 1997</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">[4] Forte,
T.: Planetary Nebulae Club Observing Guide. </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Back Bay Astronomers & Astronomical League,
dritte Ausgabe, 2008</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">[5] Karttunen, H., Kröger, P., Oja, H.,
Poutanen, M., Donner, K.J. (Eds.): Fundamental Astronomy. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">5. Auflage, Springer Berlin
Heidelberg New York, 2007</span><br />
<br /></div>
<br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">[6] Ford,
H., Peng, E., Freeman, K.: Extragalactic Planetary Nebulae. In: The Dynamics,
Structure & History of Galaxies. ASP Conference Series, 2002</span></div>
<br />Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-5560112249910767602017-02-04T19:29:00.000+01:002017-02-04T19:29:46.602+01:00 Double Surprise / Doppelte ÜberraschungTwo weeks ago I received an email that one of my photographs was chosen to be printed in the "Sterne und Weltraum" (literally: "Stars and space", a well-renowned German astronomy magazine, abbreviated SuW). I was thrilled by this notice and shortly after this message the magazine was in the letter box.<br>
At first, I tried to find the image on the astrofotographer's pages - unfortuantely to no avail. Well, then it has to be somewhere else. Yep, it was in the reader's letters section. They have chosen a photograph of the full moon that my lovely wife Nicole and I took in August 2015. Quite a while ago. I actually cannot remember having uploaded this image, but well...<br><br>
The other surprise came right away on the very next day. I received a big envelope from Sterne und Weltraum press again. I thought that this must be the promised sample copy. But it was not. There are several sweepstakes in the magazine, one of which is a crossword puzzle. The prize usually is a cardboard kit of some fancy instrument. I won a desktop planetarium (armillary sphere) which is really neat.
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Well, 2017 starts quite decently :-)<br><br>
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Vorletzte Woche habe ich eine Email erhalten, daß eine meiner Fotografien ausgewählt wurde und in der "Sterne und Weltraum" (ein renommiertes deutschsprachiges Astronomiemagazin, abgekürzt SuW) abgebildet werden würde. Ich war begeistert von dieser Nachricht und kurz danach war das Magazin auch schon im Briefkasten.
Als erstes versuchte ich, das Bild auf den Astrofotografenseiten zu finden - erfolglos. Nun, dann muß es ja irgendwo anders sein. Jap, es ist auf den Leserbriefseiten. Sie haben ein Bild des Vollmondes ausgewählt, welches meine liebe Frau Nicole und ich im August 2015 geschossen haben. Schon eine Weile her. Ich kann mich noch nicht einmal erinnern, dieses Bild hochgeladen zu haben, nunja...<br><br>
Die andere Überraschung folgte auf den Fuß, und zwar genau am nächsten Tage. Ich erhielt einen großen Umschlag, von welchem ich dachte, daß es das versprochene Belegexemplar sein mußte. Aber das war es nicht. Es gibt mehrere Gewinnspiele in der SuW, von welchem eines ein Kreuzworträtsel ist. Der Preis ist normalerweise ein Kartonbausatz von einem netten Instrument. Ich habe ein Tisch-Planetarium (Armillarsphäre) gewonnen, welche sehr hübsch ist.<br><br>
Nun, 2017 startet ziemlich annehmbar :-)<br><br>
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<a href="https://2.bp.blogspot.com/-FZXb3rn937c/WJYcXejOYfI/AAAAAAAABZw/PE7k0l2gMEwYMPHtCAGUtuuq44bjWQMVgCLcB/s1600/IMG_1454.JPG" imageanchor="1" ><img border="0" src="https://2.bp.blogspot.com/-FZXb3rn937c/WJYcXejOYfI/AAAAAAAABZw/PE7k0l2gMEwYMPHtCAGUtuuq44bjWQMVgCLcB/s320/IMG_1454.JPG" width="320" height="213" /></a><br>
<a href="https://3.bp.blogspot.com/-EloTILcB4_4/WJYamJW8-uI/AAAAAAAABZk/_M6n71Yz74gfKkR3xCfUxxuGSqIOGqgCQCLcB/s1600/Armillarsph%25C3%25A4re.JPG" imageanchor="1" ><img border="0" src="https://3.bp.blogspot.com/-EloTILcB4_4/WJYamJW8-uI/AAAAAAAABZk/_M6n71Yz74gfKkR3xCfUxxuGSqIOGqgCQCLcB/s320/Armillarsph%25C3%25A4re.JPG" width="320" height="213" /></a><br><br>
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Pictures from top to bottom:<br><br>
(1) The chosen photograph taken by my wife Nicole and me back in August 2015<br>
(2) The finished armillary sphere<br><br>
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Bilder von oben nach unten:<br><br>
(1) Das ausgewählte Foto, welches von meiner Frau Nicole und mir im August 2015 gemacht wurde<br>
(2) Die fertiggestellte Armillarsphäre
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com1tag:blogger.com,1999:blog-8907354792614976464.post-21820525591342154282017-01-23T14:30:00.001+01:002017-01-23T14:30:22.953+01:00Review on astronomical plans 2016 / Aufarbeitung der astronomischen Pläne 2016I had quite a number of plans in 2016. Some of them came out positive, others did not. Here are the results:<br><br>
1. Redesign of my telescope: Well, I refurbished the spider and reduced the weight of the tele-scope by some 2 kg (which does not sound much but my ageing back already recognized the weight loss). However, this was not the redesign I have been talking of for a couple of years. Let’s face it: I will have to wait until I have more spare time in order to be able to redesign the scope. And as long as it functions, I am happy with it. Therefore, I also did not include this again in this year’s plans. <br>
2. Teaching: No success here. Unfortunately, there are too few people that are interested in as-tronomy, maybe the school’s prizing is also a little overdone.<br>
3. At a workmate’s wedding I was able to glimpse Jupiter and Venus. While the results are far from being pretty, they show the differences of the brightnesses and apparent sizes of the planets: <a href="http://astroweis.blogspot.ch/2016/09/jupiter-venus-conjunction-konjunktion.html">LINK</a><br>
4. Mercury transit: I had to travel but are very pleased with the outcome. Not only was I able to witness a wonderful celestial happening, I did also receive an AL award for calculating the as-tronomical unit: <a href="http://astroweis.blogspot.ch/2016/09/mercury-transit-special-award.html">LINK</a> and <a href="http://astroweis.blogspot.ch/2016/05/mercury-transit-merkurdurchgang.html">LINK</a><br>
5. Visit an exhibition: I visited the AME in Villingen-Schwenningen.
<a href="http://astroweis.blogspot.com/2016/09/ame-2016.html">LINK</a><br>
6. Measure the angular separation between half-moon and the sun: Partially succeeded. <a href="http://astroweis.blogspot.ch/2016/12/angular-separation-between-sun-and-half.html">LINK</a><br>
7. AL observing award: I was honored to receive the Mercury Transit Special Award: <a href="http://astroweis.blogspot.ch/2016/09/mercury-transit-special-award.html">LINK</a><br>
8. 250 Planetary Nebulae: I observed #250 in September: <a href="http://astroweis.blogspot.ch/2016/09/250_12.html">LINK</a>
At present, I have observed 256 PNs. They never get boring at all.
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2016 hatte ich eine ganze Reihe von Plänen. Manche waren erfolgreich, andere nicht. Hier sind die Ergebnisse:<br><br>
1. Teleskopumbau: Zwar habe ich die Spinne modernisiert und das Gewicht des Teleskopes um etwa 2 kg reduziert (das klingt zwar nicht nach viel, aber mein alternder Rücken hat den Ge-wichtsverlust schon bemerkt), das ist jedoch nicht der Umbau, von welchem ich seit Jahren rerde. Sehen wir es ein: Ich muß damit warten, bis ich mehr Freizeit habe, um das Teleskop umzubauen. Solange es funktioniert bin ich glücklich damit. Daher habe ich dieses Ziel auch nicht mehr in den diesjährigen Plänen erwähnt.<br>
2. Unterrichten: Kein Erfolg hier. Leider sind zu wenig Leute an der Astronomie interessiert; viel-leicht ist auch die Preisgestaltung der Volkshochschule ein wenig übertrieben.<br>
3. Auf der Hochzeit eines Arbeitskollegen war ich in der Lage, Venus und Jupiter flüchtig zu se-hen. Auch wenn die Ergebnisse weitab von schön sind, so zeigen sie doch die verschiedenen Helligkeiten und scheinbaren Größen der Planeten: <a href="http://astroweis.blogspot.ch/2016/09/jupiter-venus-conjunction-konjunktion.html">LINK</a><br>
4. Merkurtransit: Ich musste zwar reisen, aber ich bin sehr zufrieden mit den Ergebnissen. Nicht nur konnte ich ein wundervolles Himmelsschauspiel beobachten, nein, ich habe sogar einen AL Award für die Berechnung der astronomischen Einheit dafür erhalten: <a href="http://astroweis.blogspot.ch/2016/09/mercury-transit-special-award.html">LINK</a> und <a href="http://astroweis.blogspot.ch/2016/05/mercury-transit-merkurdurchgang.html">LINK</a><br>
5. Besuch einer Messe: Ich habe die AME in Villingen-Schwenningen besucht. <a href="http://astroweis.blogspot.ch/2016/09/ame-2016.html">LINK</a><br>
6. Messung der Winkeldistanz zwischen Halbmond und Sonne: Teilweiser Erfolg.
<a href="http://astroweis.blogspot.ch/2016/12/angular-separation-between-sun-and-half.html">LINK</a><br>
7. AL Beobachtungsaward: Ich habe mich geehrt gefühlt, den Mercury Transit Special Award verliehen zu bekommen: <a href="http://astroweis.blogspot.ch/2016/09/mercury-transit-special-award.html">LINK</a><br>
8. 250 Planetarische Nebel: Ich habe #250 im September beobachtet: <a href="http://astroweis.blogspot.ch/2016/09/250_12.html">LINK</a>
Mittlerweile bin ich bei 256. Sie werden niemals langweilig.<br><br>
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-88423696613175723322017-01-23T13:48:00.001+01:002017-01-23T13:48:53.088+01:00Astronomical plans 2017 / Astronomische Pläne 2017I am quite late this year with my astronomical plans. 5% of the year are already over. Of course, I again do have some plans and Stefan from the clearskyblog already asked to hand in plans for 2017.
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So, here we go:<br><br>
1. First and foremost: I want to observe more often. There is not a strict number of nights to set as a limit, it is a soft plan. I just have been missing observing in the past couple months and hope to be under the stars more often.<br>
2. Teaching! Well, the last two years, there were not enough participants. I already handed in a suggestion for another course but so far there is only one person who subscribed. My spring course will most likely not take place. What a pity! I will try again in fall.<br>
3. Another AL observing award. Let’s see which one I can gather.<br>
4. Total eclipse in August. Well... I have been planning to observe this eclipse with my whole family in the states for half a decade. However, we are a little concerned about the political development in the USA, and furthermore the cost will be considerable. So, I give it a less-than-50% chance.<br>
5. I already made some progress with the measurement of the angular distance between sun and half-moon. Given the weather will be OK, I will try to measure it (the tolerance of the measurements are ±1 minutes (of time)), making it a bit tricky.<br>
6. I would like to have two articles get published, one of which in “Sterne und Weltraum” (the most renowned German-speaking astronomy magazine, the other one in the “VdS-Journal” (a German speaking amateur magazine).<br><br>
So, let’s all hope for a positive new year and make the best out of it.
Happy observing!
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Ich bin dieses Jahr ziemlich spät dran mit meinen astronomischen Plänen. 5% des Jahres sind schon vorbei. Natürlich habe ich wieder einige Pläne und Stefan vom clearskyblog hat schon gebeten, die Pläne für 2017 einzureichen.
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Ok, los geht’s:
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1. Als erstes und am wichtigsten: Ich möchte mehr beobachten. Ich habe keine strikte Zahl an Beobachtungsnächsten, daher ist es ein weiches Ziel. Ich vermisse lediglich seit ein paar Mo-naten das Beobachten und hoffe wieder öfter unter den Sternen zu sein.<br>
2. Unterrichten! Naja, in den letzten beiden Jahren gab es nicht genügend Teilnehmer. Ich habe schon einen weiteren Vorschlag für einen Kurs eingereicht, aber bislang hat sich erst eine Person angemeldet. Mein Frühlingskurs wird also höchstwahrscheinlich nicht stattfinden. Sehr schade! Ich versuche es wieder im Herbst.<br>
3. Ein weitere AL Beobachtungsaward. Mal sehen, welchen ich ergattern kann.<br>
4. Die Totale Sonnenfinsternis im August. Nun... Ich plane schon ein halbes Jahrzehnt, diese Finsternis mit meiner gesamten Familie in den Staaten zu beobachten. Allerdings sind wir ein bisschen beunruhigt ob der politischen Entwicklung in den USA, und weiterhin werden die Kosten beträchtlich sein. Daher gebe ich dem ganzen eine Wahrscheinlichkeit unter 50%.<br>
5. Ich habe schon ein wenig Fortschritt mit der Messung des Winkelabstandes zwischen Sonne und Halbmond gemacht. Vorausgesetzt das Wetter spielt mit, werde ich versuchen, diesen Winkel zu messen (die Toleranz beträgt ±1 Zeitminute), was allerdings etwas knifflig ist.<br>
6. Ich möchte gerne zwei Artikel veröffentlichen; einen davon in der „Sterne und Weltraum“ (die renommierteste deutschsprachige Astronomiezeitschrift), den anderen im „VdS-Journal“ (ein deutsches Hobbyastronomiemagazin).<br>
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So, dann lasst und alle mal auf ein positives Jahr hoffen und machen das Beste draus!
Wünsche fröhliches Beobachten!
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-22308754443969692142016-12-12T15:30:00.001+01:002016-12-12T15:54:36.010+01:00Angular separation between sun and half moon / Winkelabstand zwischen Sonne und Halbmond<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: normal;">I have been trying to measure the angular distance between the sun and half moon for quite some time and it has been a plan of mine for at least three years. A couple months ago, I again attempted to do so using my Wild T0 theodolite. While I have learnt to operate this instrument quite quickly, I came up against a difficulty that our ancestors had, too. It is the determination of the exact half moon time. </span></span><br />
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Let’s do some simple maths to see the problem (see sketch for better understanding:
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The moon needs roughly 28 days to orbit earth. So, 360° equals 28 days. Or, in other words, the moon travels among the stars from west to east with a speed of 0.54° per hour (this can be easily seen when the moon crosses in front of a star or when you track the darkening of the moon at a lunar eclipse – or way more simple: compare tomorrow’s position of the moon between the stars to today’s).
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So, my goal is to determine the sun’s distance to ±10%. Now, I cheat! Of course, I already do know the sun’s distance. It is some 150.000.000 kilometers. And furthermore, I also know the moon’s distance which is some 400.000 kilometers. Using the cosine function, the angle between half moon and sun is 89.847° - so, it is really close to 90°.
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150.000.000 kilometers ±10% translates to 89.83°...89.86°, so the permissible angular mismeasurement is +0.78 arcmin and -1.02 arcmin, or roughly 1/30 of the moon’s apparent diameter. I should be able to easily resolve that with my theodolite.
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But here is the problem: Due to the moon’s movement over the sky, it only needs 3min 20s to span the distance at which my measurements (given that no further inaccuracies occur) are correct within my self-imposed limits.
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Within these 200 seconds, everything has to come together: Moon and sun have to be above the horizon, indeed, they should not be anywhere close to it due to atmospheric refraction. Furthermore, I will have to orient the theodolite to the moon, find it’s exact center, get the value (which kind of is a pain in the back), then apply a solar filter and orient to the sun, find the sun’s exact center and then get another value. Adjusting the theodlite to moving objects in the sky is tedious, so I will have to put it onto a mount first.
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It is not impossible, though. I did some measurements in summer and I am quite satisfied with the results. I was off by 0.6° which fits quite well to the one hour time span between half-moon and my measurements. Still, the result for the sun’s distance would be off enormously.
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So, is there a chance for me next year? There are 24 half-moons in 2017. Exactly half of them happen at a time when the sun is far enough above the horizon. Sounds good, eh? Well, the moon also should be above the horizon. And this is only the case on four days: March 5th, June 1st, July 30th and November 26th.
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Given the central European weather patterns, I assume that only one day will be suffi-ciently clear but one never knows. The good message is: Three of the four days are Sundays, so I would not have to work. There is hope
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Ich habe nun schon eine ganze Weile versucht, den Winkelabstand zwischen Sonne und Halbmond zu messen und es ist schon seit mindestens drei Jahren einer meiner Pläne. Vor ein paar Monaten habe ich es mit meinem Wild T0 Bussolentheodolit versucht. Während ich die Bedienung dieses Instrumentes recht schnell erlernt habe, stieß ich auf ein Problem, welches schon unsere Urahnen hatten. Es ist die exakte Bestimmung des Zeitpunktes des Halbmondes.
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Etwas einfache Mathematik soll helfen, das Problem zu verstehen (man beachte die Zeichnung zum besseren Verständnis):
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Der Mond benötigt etwa 28 Tage, um die Erde zu umlaufen. 360° entsprechen also 28 Tagen. In anderen Worten: Der Mond wandert von West nach Ost durch die Sternbilder mit einer Geschwindigkeit von 0,54° pro Stunde (das kann man einfach sehen, wenn der Mond einen Stern bedeckt oder wenn man die Verdunkelung des Mondes bei einer Mondfinsternis verfolgt – oder noch viel einfacher: man vergleiche die morgige Position des Mondes zwischen der Sternen mit der heutigen).
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Mein Ziel ist, die Entfernung der Sonne mit einer Genauigkeit von ±10% zu bestimmen. Nun schummele ich! Natürlich kenne ich die Entfernung zur Sonne schon. Sie beträgt etwa 150.000.000 Kilometer. Und weiterhin kenne ich natürlich auch die Mondentfernung, welche etwa 400.000 Kilometer beträgt. Mit Hilfe der Cosinusfunktion ergibt sich ein Winkel zwischen Sonne und Halbmond von 89.847° - es ist also wirklich nahe an 90°.
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150.000.000 Kilometer ±10% übersetzt sich zu 89.83°...89.86°, die gestattete Fehlmessung des Winkels ist also +0.78 arcmin und -1.02 arcmin, oder rund 1/30 des scheinbaren Monddurchmessers. Ich sollte mit meinem Theodoliten sehr gut in der Lage sein, das auszulösen.
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Aber hier ist das Problem: Aufgrund der Mondbewegung über den Himmel benötigt dieser nur 3min 20s um den Abstand zu durchschreiten bei welchem meine Messungen mit den selbstgesetzten Limiten stimmen (vorausgesetzt, daß nicht noch weitere Ungenauigkeiten auftreten).
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In diesen 200 Sekunden muss alles passen: Mond und Sonne müssen über dem Horizont stehen, um genau zu sein sollten sie wegen der atmosphärischen Refraktion sogar nicht mal in seiner Nähe sein. Weiterhin muß ich den Theodoliten auf den Mond zielen, sein genaues Zentrum finden, den Messwert bestimmen (das ist sehr mühsam), dann einen Sonnenfilter aufsetzen, die Sonne anvisieren und ihre genaue Mitte finden und dann einen weiteren Messwert bestimmen. Den Theodoliten auf sich bewegende Objekte am Himmel auszurichten ist schwierig, daher werde ich ihn zuerst auf eine Montierung setzen müssen. <br />Aber es ist nicht unmöglich. Ich habe ei paar Messungen im Sommer durchgeführt und bin mit den Resultaten recht zufrieden. Ich lag um 0,6° daneben, was sich sehr gut mit der einstündigen Zeitspanne zwischen Halbmond und meiner Messung verträgt. Das Ergebnis für die Sonnenentfernung wäre jedoch sehr weit daneben.
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Gibt es also eine Chance für mich im nächsten Jahr? Es gibt 24 Halbmonde 2017. Genau die Hälfte davon finden zu einer Zeit statt, wenn die Sonne ausreichend hoch über dem Horizont steht. Klingt gut, was? Nun, der Mond sollte sich auch über dem Horizont befinden. Und das ist nur an vier Tagen der Fall: 5. März, 1. Juni, 30. Juli und 26. November.
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Berücksichtigt man die mitteleuropäischen Wetterverhältnisse, nehme ich an, daß es nur an einem Tag ausreichend klar sein wird, aber man weiß ja nie. Die gute Botschaft ist: Drei dieser vier Tage sind Sonntage, also muß ich nicht arbeiten. Es besteht Hoffnung!
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-34462510676721723462016-09-13T12:57:00.000+02:002016-09-13T13:24:56.242+02:00AME 2016AME is the AstroMesse (Astronomy Fair) in Villingen-Schwenningen. In 2006 – right about at the time when I decided to move to Switzerland – the first AME took place, with John Dobson being the main “attraction”. I have visited this fair four or five times so far, since it is a mere two hours’ drive from my home. At this fair, pretty much all relevant manufacturers, dealers, service providers and publishers from Germany, Switzerland, Austria, Italy and even Chile, Namibia and Morocco, as well as some other countries, exhibit products and services.<br />
When I first visited such a fair, everything was new and overwhelming. The telescopes shown were usually bigger than mine (4.3” at that time) – and way more expensive. Now, being kind of an old-stager, I focus on new developments in amateur astronomy. In case there are any...<br />
My impression of the current development is that everybody seems to spring at photography. Equipment gets more and more sophisticated and complex. You don’t have to be David Malin any more to obtain wonderful images. While I like looking at well-processed “pretty pictures”, my main interest is still observing. And it kind of gets boring having to look at the 50,000thpicture of M51. Where are images of UGC 1999 or the such?<br />
Well, that seems to be the way of progress – and I also witness this in other areas, too.<br />
Some 15 to 20 years ago, visual observation was the lulu, when production of affordable medium-sized mirrors (I am talking of apertures up to 20”) came up. Then h-alpha telescopes were built at an accessible price. For the last couple years, astrophotography seems to be what most amateur-astronomers are focusing on.<br />
For me personally, there were not too many new things to see that I am interested in. I have all eyepieces I need and the biggest scope I saw was an 18”. I would have loved to see some bigger ones, though. An Orion monster scope would have been neat, for example (I know, nobody can afford, but how many can afford the AZ5000 mount exhibited?).<br />
Since weather was quite pleasant, I had the chance to look through some h-alpha telescopes. The sun in a 152mm h-alpha did absolutely look fantastic. If I had the money... :-)<br />
Some impressions are in the pictures below.<br />
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Die AME ist die Astromesse in Villingen-Schwenningen. 2006 – ziemlich genau zu der Zeit als ich mich dazu entschied, in die Schweiz zu ziehen – fand die erste AME statt, mit John Dobson als „Hauptattraktion“. Bis dato habe ich diese Messe vier- oder fünfmal besucht, da es nur zwei Stunden Autofahrt von mir zu Hause aus sind. Auf dieser Messe präsentieren alle namhaften Hersteller, Verkäufer, Dienstleister und Verlage aus Deutschland, der Schweiz, Österreich, Italien und sogar Chile, Namibia und Marokko, nebst anderen Ländern, ihre Produkte und Dienstleistungen.<br />
Als ich das erste Mal eine solche Messe besucht habe, war alles neu und überwältigend. Die ausgestellten Teleskope waren typischerweise größer als meines (11cm damals) – und deutlich teurer. Nun wo ich ein eher alter Hase bin, fokussiere ich mich auf die Entwicklungen in der Amateurastronomie, wenn es denn welche gibt...<br />
Mein Eindruck der derzeitigen Entwicklung ist, daß sich jeder auf Fotografie zu stürzen scheint. Das Zubehör wird immer ausgeklügelter und komplexer. Man muß nicht mehr David Malin heißen, um wundervolle Bilder zu bekommen. Während ich mir gerne gut prozessierte hübsche Bilder anschaue, gilt mein Hauptinteresse nach wie vor dem Beobachten. Und es wird ehrlich gesagt ein wenig langweilig, das 50.000ste Bild von M51 anzuschauen. Wo sind Bilder von UGC 1999 oder so?<br />
Nun, das scheint der Fortschritt zu sein – und ich beobachte das in anderen Gebieten genauso.<br />
Vor 15 bis 20 Jahren war visuelles Beobachten der Bringer, als die Herstellung von bezahlbaren mittelgroßen Spiegeln aufkam (damit meine ich Öffnungen bis 20“). Dann wurden erschwingliche H-Alpha-Teleskope gebaut. In den letzten Jahren scheinen sich Amateurastronomen auf Astrofotografie zu fokussieren.<br />
Für mich persönlich gab es nicht zu viele neue Dinge zu sehen, die mich interessierten. Ich habe alle Okulare, die ich brauche und das größte Teleskop, welches ich gesehen habe, war ein 18-Zöller. Ich hätte aber sehr gerne größere gesehen. Ein Orion Monsterscope zum Beispiel wäre toll gewesen (ich weiß, das kann sich keiner leisten, aber wie viele können sich die ausgestellte AZ5000 Montierung leisten?)<br />
Da das Wetter sehr angenehm war, hatte ich die Möglichkeit, durch ein paar H-Alpha-Teleskope zu schauen. Die Sonne sieht in einem 152mm H-Alpha-Teleskop absolut fantastisch aus. Wenn ich das Geld hätte... :-)<br />
Einige Eindrücke finden sich in den unten gezeigten Bildern.<br />
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<br />Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-21756657124323388362016-09-12T22:19:00.001+02:002016-09-12T22:19:27.370+02:00Mercury Transit Special Award / Merkurtransit SpezialawardIn May, a rare Mercury transit took place. This only happens 13 or 14 times per century. I have had the pleasure of witnessing two of them, already. The last one visible from my home was in 2003. We had superb weather back then.<br />
Accidentally, I found out that there was the chance to gather a special award from the Astronomical League for sending in own calculations for the astronomical unit by using transit photographs taken at the same time but from distant locations.<br />
So, I used my own images and compared them with images taken at the Big Bear Solar Observatory (BBSO) in California.<br />
The trick is simple:<br />
Due to the finite distance of Mercury, there will be a parallax when observed from different and distant locations. This is always the case, but when the Sun acts as the background, the astronomical unit (a fundamental quantity) can be calculated.<br />
I have seen several reports on such measurements. One of them used self-taken h-alpha images and h-alpha images from BBSO. He came really close to the desired value.<br />
Well, neither do I have a h-alpha telescope or any other fancy camera equipment nor am I a very experienced photographer. So, I tried best to overlay my own white light images with h-alpha images taken by BBSO.<br />
I had a set of three images that had BBSO companions taken only a couple seconds apart, but the best result was achieved by a single image overlayed with another one taken only one second apart.<br />
My result was OK, 154 million km is a mere 2.5% off the exact value. But uncertainty is quite big because solar structures in white light and h-alpha differ a little. Therefore, overlaying could only be achieved by some three pixels which translate to ca. ±18 million km.<br />
<br />
I think is is quite impressive what a private person can comprehend nowadays. But it is even more imressing, what scientists a couple hundred years ago achieved. Think of the times when they travelled around the globe in order to observe even more rare Venus transits – they were able to determine the astronomical unit quite exactly, without GPS, internet and pocket calculators.<br />
<br />
As a reward for my submission, I received a certificate and a hat pin. This is my fifth Astronomical League Award so far.<br />
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Im Mai fand ein seltener Merkurtransit statt. Dies geschieht nur 13 oder 14 mal pro Jahrhundert. Ich hatte das Vergnügen, bisher zwei davon selbst zu sehen. Der letzte, welcher von meinem Zuhause aus sichtbar war, fand 2003 statt. Damals hatten wir fantastisches Wetter.<br />
Zufällig fand ich heraus, daß es die Möglichkeit gab, einen Special Award der Astronomical League zu ergattern, wenn man eigene Berechnungen für die Astronomische Einheit einsendet, für welche man Transitbilder, welche zu gleichen Zeiten aber an entfernten Orten aufgenommen wurden, verwendet. Also nutzte ich meine eigenen Bilder und verglich sie mit Transitbildern, welche vom Big Bear Solar Observatory (BBSO) aus Kalifornien aus aufgenommen wurden.<br />
Der Trick ist ganz einfach:<br />
Aufgrund der endlichen Entfernung des Merkurs gibt es eine Parallaxe, wenn man ihn von verschiedenen und weit entfernten Orten beobachtet. Dies ist immer der Fall, aber wenn die Sonne als Hintergrund agiert, dann kann die Astronomische Einheit (eine fundamentale Größe) errechnet werden.<br />
Ich habe mehrere Reporte über solche Messungen gesehen. Einer nutzte selbst erstellte H-Alpha-Bilder und verglich diese mit H-Alpha-Bildern des BBSO. Er kam dem gewünschten Wert sehr nahe.<br />
Nun, ich habe weder ein H-Alpha-Teleskop oder eine noble Kamera, noch bin ein besonders erfahrener Fotograf. Also habe ich mein Bestes gegeben, um meine Weißlichtbilder mit H-Alpha-Bildern des BBSO zu überlagern.<br />
<br />
Ich habe insgesamt drei Bilder, die BBSO-Gegenstücke mit nur wenigen Sekunden Differenz besitzen, aber das beste Resultat erzielte ich mit einer einzelnen Aufnahme, die mit einer weiteren nur eine Sekunde später aufgenommenen überlagert wurde. Mein Ergebnis war OK, 154 Mio. km sind nur 2,5% vom exakten Wert entfernt. Aber die Unsicherheit ist ziemlich groß, da sich die Strukturen auf der Sonne im Weißlicht und in H-Alpha etwas unterscheiden. Daher konnte die Überlagerung nur auf etwa 3 Pixel genau erfolgen, was sich zu ±18 Mio. km übersetzt.<br />
<br />
Ich denke es ist recht beeindruckend, was man als Privatmann heutzutage nachvollziehen kann. Es ist aber noch beeindruckender, was Wissenschaftler vor ein paar hundert Jahren erreicht haben. Man denke an die Zeiten, als diese über den ganzen Globus reisten, um noch seltenere Venustransits zu beobachten – sie waren in der Lage, die Astronomische Einheit recht exakt zu bestimmen, ohne GPS, Internet oder Taschenrechner.<br />
<br />
Als Belohnung für meine Einsendung erhielt ich ein Zertifikat und eine Anstecknadel. Dies ist mein bislang fünfter Astronomical League Award.<br />
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<br />Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-7242558792646639612016-09-12T09:04:00.001+02:002016-09-12T09:07:33.036+02:00250<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Have I
already mentioned, that I love planetary nebulae? Just kidding… Of course I
have. Although I probably have sketched more galaxies in sum (cause there
simply are way more of them), I like planetary nebulae (PN) most of all
celestial objects. They come in a variety of forms, brightnesses and sometimes
even colors. Cosmologically seen, PNs are flashes in the pan that only last a
couple thousand years before fading below detection limit.</span><br />
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">There are
more than 1,000 known planetary nebulae in our home galaxy besides several
thousand more known ones in other galaxies (especially M87 as far as I know).
Last Saturday night, I observed my 250<sup>th</sup>. This milestone was one of
my goals for 2016 and it seems to be a good time to recapitulate some of my
observations. </span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In no
particular order, here are some of my PN observations that come to my mind:</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In 2002 I
finished building an 18” Dobsonian. Shortly after that I took it to a region
called Vogelsberg (within the German-speaking amateur astronomy scene this is a
well known place) in central <st1:country-region w:st="on"><st1:place w:st="on">Germany</st1:place></st1:country-region>
north-east of <st1:place w:st="on">Frankfurt</st1:place>. NGC 6905 – a bright
PN in Delphinus – was one of my targets back then. The structures compared to
my 4.3” telescope I used before where overwhelming. I was happy that I built
the scope – and lucky that it worked so well.</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In 2010 I
spent half a year in <st1:place w:st="on"><st1:city w:st="on">Tucon</st1:city>,
<st1:state w:st="on">AZ</st1:state>, <st1:country-region w:st="on">USA</st1:country-region></st1:place>.
What a wonderful time I had<span style="mso-spacerun: yes;"> </span>- especially
astronomy-wise. I bought a 16” Dobsonian and observed pretty much at every
clear night at which the moon would not interfere (I sometimes drove up the
mountain late after <st1:time hour="0" minute="0" w:st="on">midnight</st1:time>
when the moon had set). On Jerry Farar’s land close to the <st1:state w:st="on"><st1:place w:st="on">New Mexico</st1:place></st1:state> border I had the darkest night
ever with a faintest star of 7m4 if I recall correctly. Of all objects, the
wonderfully structurized PN IC 5148/5150 in the constellation Grus is still
very present in my memories. I even saw the central star (16m5ish) – this was
verified by more observers. At home (southern <st1:country-region w:st="on"><st1:place w:st="on">Germany</st1:place></st1:country-region>) this constellation is
always below horizon.</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">I do not
know how often I have seen the ring nebula in Lyra. I still have not seen the
involved stars with my 18” telescope, yet. However, I saw them in the newly
set-up 32” telescope on <st1:place w:st="on"><st1:placetype w:st="on">Mt.</st1:placetype>
<st1:placename w:st="on">Lemmon</st1:placename></st1:place> when I visited a
course held by Adam Block.</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Back in <st1:place w:st="on">Europe</st1:place> I observed the Headphone nebula (Jones-Emberson 1)
in a miraculous night in the Austrian Alps. Faintest star was 7m2 and I really
observed some peculiar stuff, e.g. a gravitational lens (no kidding) – i.e. the
famous twin quasar QSO 0957+561. OK, drifting away here... The headphone nebula
is very structurized and absolutely deserves its naming. At that time I was
still living in <st1:country-region w:st="on"><st1:place w:st="on">Switzerland</st1:place></st1:country-region>.
Half a year later I moved to <st1:country-region w:st="on"><st1:place w:st="on">Germany</st1:place></st1:country-region>
(my country of origin) and was able to observe the (most likely) closest PN
Sh2-216. This object is a real toughie and I needed several attempts until I
finally was confident in having seen it. I wrote an article about that object
for the German VdS-Journal für Astronomie (the club magazine of the biggest
German amateur astronomical society).</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">So, let’s
come to #250. Most of the last couple dozen PNs I observed were stellar or
close to being stellar. This would not really dignify the number. Thanks to my
friend Frank Leiter, I have a list of planetary nebulae that he already has
observed while I haven’t. So, I picked an Abell PN out of the list. At first, I
wanted to observe Abell 63 in Sagitta. Sure enough, a tree blocked the view.
So, I took Abell 71 which is right next to Deneb, the main star of the
constellation Cygnus. Most of the Abell PNs are quite extended objects and very
dim. Very often they are regarded as unobservable – which absolutely is not
true. So far, I have seen some 20ish Abell PNs with my own eyes and probably
some 20 more are within the reach of my telescope. </span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Abell
compiled and published the list in 1966. From 86 entries, 79 are still
considered real planetary nebulae (the rest being galaxies, a supernova
remnant, non-proven PNs and one object on unknown nature). Only four objects in
this list were known before. So, George Abell did a good job.</span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Sky condition
in that night were pretty good. I logged a faintest star of 7m0. My notes to
Abell 71 are: Typical Abell PN, nebula only definitely seen at 65x (1mm exit
pupil), requires UHC or [OIII] filter to see, circular, no central star,
dimension determined using field-sweeping technique and averted vision, a black
cloth over the head helps enormously; thrilling star field.</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Well, Abell
71 was really worthy. I wonder what PN #300 will be. Let’s talk about that in
about two years.</span><br />
<br /></div>
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<span lang="DE">Habe ich schon erwähnt, daß ich Planetarische
Nebel liebe? OK, nur ein Spaß… natürlich habe ich das schon. Auch wenn ich in
Summe vermutlich mehr Galaxien gezeichnet habe (einfach, weil es davon viel
mehr gibt) mag ich von allen Himmelskörpern die Planetarischen Nebel (PN) am
meisten. Es gibt sie in unzähligen Formen, Helligkeiten und manchmal sogar
Farben. Kosmologisch gesehen sind PNs Eintagsfliegen, welche nur ein paar
tausend Jahre bestehen, bevor sie unter die Nachweisgrenze verschwinden.</span></div>
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<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Es gibt über 1000 bekannte Planetarische Nebel
in unserer Heimatgalaxie nebst weiteren tausenden bekannten in anderen Galaxien
(besonders M87, soweit ich weiß). Vergangene Samstag Nacht habe ich meinen 250.
PN beobachtet. Dieser Meilenstein war einer meiner Ziele für 2016 und es
erscheint mir eine gute Zeit zu sein, einige meiner Beobachtungen zu
rekapitulieren.</span><br />
<br /></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">In keiner besonderen Reihenfolge sind hier nun
ein paar meeiner PN Beobachtungen, die mir in den Sinn kommen:</span><br />
<br /></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Im Jahre 2002 habe ich meinen 18” Dobson
fertig gebaut. Kurz darauf fuhr ich in den Vogelsberg (ein in der Amateurszene
wohlbekannter Flecken) im Zentrum Deutschlands, nordöstlich von Frankfurt am
Main. NGC 6905 – ein heller PN im Delphinus – war eines meiner Ziele. Die
Strukturen im Vergleich mit meinem 4,3“ Teleskop, welches ich zuvor benutzte,
waren überwältigend. Ich war glücklich, dass ich dieses Fernrohr gebaut hatte –
und „glückvoll“, dass es so gut funktionierte.</span><br />
<br /></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">2010 verbrachte ich ein halbes Jahr in Tucson,
Arizona in den Vereinigten Staaten. Welch wundervolle Zeit ich damals hatte –
besonders astronomisch gesehen. Ich kaufte ein 16“ Dobson und beobachtete so
ziemlich jede klare Nacht, in welcher der Mond nicht stört (manchmal fuhr ich
den Berg weit nach Mitternacht hoch, wenn der Mond spät unterging). Auf Jerry
Farar’s Grundstück nahe der Grenze zu New Mexico, hatte ich die bislang
dunkelste Nacht überhaupt mit einer Grenzgröße von 7m4, wenn ich mich recht
erinnere. Von allen Objekten ist mir der wunderbar strukturierte PN IC
5148/5150 im Grus in meinem Gedächtnis noch sehr präsent. Ich sah sogar den
Zentralstern (etwa 16m5) – was von weiteren Beobachtern bestätigt wurde. Bei
mir zu Hause (Süddeutschland) ist dieses Sternbild immer unter dem Horizont.</span><br />
<br /></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Ich weiß nicht, wie oft ich den Ringnebel in
der Leier schon gesehen habe. Mit meinem 18“ Teleskop habe ich nach wie vor
keinen der involvierten Sterne gesehen. Diese sah ich jedoch mit dem neu
errichteten 32“ Teleskop auf dem Mt. Lemmon, als ich einen Kurs von Adam Block
besuchte.</span><br />
<br /></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Zurück in Europa beobachtete ich den
Kopfhörernebel (Jones-Emberson 1) in einer magischen Nacht in den
Österreichischen Alpen. Der schwächste Stern hatte 7m2 und ich konnte wirklich
abgefahrene Sachen beobachten, z.B. eine Gravitationslinse (kein Scherz) –
nämlich den berühmten Doppelquasar QSO 0957+561. OK, ich schweife ab… Der
Kopfhörernebel ist sehr strukturiert und verdient seinen Namen zu recht. Damals
lebte ich noch in der Schweiz. Ein halbes Jahr später zog ich nach Deutschland
(mein Herkunftsland) und konnte den (wahrscheinlich) nächstgelegenen PN Sh2-216
beobachten. Dieses Objekt ist ein echt harter Brocken und ich habe mehrer
Anläufe gebraucht, um endlich sicher zu sein, ihn gesehen zu haben. Über dieses
Objekt habe ich einen Artikel im VdS-Journal für Astronomie geschrieben
(Vereinszeitschrift der größten deutschen amateurastronomischen Vereinigung).</span><br />
<br /></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Kommen wir nun also zu #250. Die meisten der
letzten paar Dutzend PNs, welche ich beobachtet habe, waren stellar. Dies würde
aber die Nummer nicht würdigen. Dank meines Freundes Frank Leiter habe ich eine
Liste mit Objekten, welche er schon erfolgreich beobachtet hat, während sie mir
noch fehlen. Also wählte ich einen Abell PN aus der Liste. Zunächst wollte ich
Abell 63 im Sagitta beobachten. Natürlich versperrte ein Baum die Sicht. Also
nahm ich Abell 71, welcher sich direkt bei Deneb befindet, dem Hauptsstern des
Sternbildes Cygnus. Die meisten Abell PNs sind sehr ausgedehnte Objekte und
schwach. Sie werden sehr oft als unbeobachtbar angesehen – was aber absolut
nicht der Wahrheit entspricht. Bis jetzt habe ich etwa 20 Abell PNs mit meinen
eigenen Augen gesehen und vermutlich weitere 20 sind in Reichweite meines
Teleskopes.</span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Abell erstellte die Liste und veröffentlichte
sie 1966. Von 86 Einträgen werden heute 79 als echte Planetarische Nebel
angesehen (der Rest sind Galaxien, ein Supernovaüberrest, nicht-bestätigte PNs
und ein Objekt unbekannter Natur). Nur vier Objekte davon waren schon vorher
bekannt. George Abell hat also eine gute Arbeit gemacht.</span></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Die Himmelsbedingungen in dieser Nacht wearen
ziemlich gut. Ich notierte einen schwächsten Stern von 7m0. Meine Beschreibung
für Abell 71 ist: Typischer Abell PN, Nebel sicher nur bei 65x gesehen (1mm
Austrittspupille), erfordert einen UHC oder [OIII]-Filter, rund, kein
Zentralstern, Ausdehnung mittels field-sweeping und indirektem Sehen bestimmt,
ein schwarzes Tuch über dem Kopf hilft enorm, aufregendes Sternenfeld.</span><br />
<br /></div>
<br />
<div style="margin: 0cm 0cm 0pt;">
<span lang="DE">Nun, Abell 71 war absolut würdig. Ich frage
mich, welcher PN #300 sein wird. Reden wir darüber in etwa zwei Jahren.</span><br />
<br /></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Sketches from top to bottom:</span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(1) IC 5148/5150 (as seen with 16" aperture)</span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(2) Jones-Emberson 1 (in an 18" telescope)</span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(3) NGC 6905 (18")</span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(4) Sh2-216 (18")</span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(5) Abell 71 (18") / #250</span></span><br />
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -</span></span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Zeichnungen von oben nach unten:</span></span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></span></div>
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(1) IC 5148/5150 (mit 16" Öffnung gesehen)</span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(2) Jones-Emberson 1 (in einem 18" Teleskop)</span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(3) NGC 6905 (18")</span></span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(4) Sh2-216 (18")</span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">(5) Abell 71 (18") / #250</span></span></div>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-65637887031285052082016-09-01T22:33:00.002+02:002016-09-01T22:33:37.103+02:00Jupiter-Venus conjunction / Konjunktion von Jupiter und Venus<!--[if gte mso 9]><xml>
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<![endif]--><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Last
Saturday, the planets Venus and Jupiter came very close (approx. 0.1° minimum
and some 0.25° as seen from my position – this is less than a full moon’s disk
diameter). The day before, we had wonderful conditions and so I was able to marvel
at the approximation above the </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Lake of Constance</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">. </span>
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">On
conjunction day I was invited to a fellow coworker’s wedding in </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Switzerland</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">. There is a nice German saying
which goes literally: You cannot<span style="mso-spacerun: yes;"> </span>dance
at two weddings at the same time (which means </span><a href="http://www.dict.cc/englisch-deutsch/You.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">You</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/can%27t.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">can't</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/have.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">have</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/your.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">your</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/cake.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">cake</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/and.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">and</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/eat.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">eat</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/it.html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">it</span></a><span style="mso-ansi-language: EN-GB;"> </span><a href="http://www.dict.cc/englisch-deutsch/too..html"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">too.</span></a><span lang="EN-GB" style="mso-ansi-language: EN-GB;">)</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">However, I
took a 127/1500 Maksutov telescope and a camera along and tried to document the
celestial happening. </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Conditions
were not ideal: Beside the shallow angle of the ecliptic at that time of year,
clouds from approaching thunderstorms hid the planets most of the time.
Furthermore, I used a really crappy tripod for the focal length.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Nevertheless,
there are images on which both planets are (more or less) sharp. While the images are not superior, there are still some things that can be seen. First of all, Jupiter is bigger in apparent size compared to Venus. Venus, on the other hand, is brighter than Jupiter and shows some phase. Additionally, the atmospheric dispersion can be distinguished. Unfortunately, the Galilean Moons are not on the images. I leave that to people with better equipment.</span></div>
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Am vergangenen Samstag kamen die beiden Planeten Venus und
Jupiter sehr nahe (minimal etwa 0,1° und etwa 0,25° von meiner Position aus –
das ist weniger als ein Vollmonddurchmesser. Tags zuvor hatten wir wunderbare
Bedingungen und so war ich in der Lage die Annäherung über dem Bodensee zu
bestaunen.</div>
<div class="MsoNormal">
Am Tage der Konjunktion war ich auf die Hochzeit eines guten
Arbeitskollegen in die Schweiz eingeladen. Es gibt ja das nette Sprichwort,
dass man nicht auf zwei Hochzeiten gleichzeitig tanzen kann. </div>
<div class="MsoNormal">
Wie dem auch sei, ich hatte einen 127/1500 Maksutow und eine
Kamera dabei und versuchte das himmlische Ereignis zu dokumentieren.</div>
<div class="MsoNormal">
Die Bedingungen waren nicht ideal: Neben dem flachen Winkel
der Ekliptik zu dieser Jahreszeit haben Wolken von aufziehenden Gewittern die
beiden Planeten die meiste Zeit verborgen. Weiterhin nutzte ich ein wirklich
miserables Stativ für die Brennweite.</div>
<div class="MsoNormal">
Trotzdem gibt es ein paar Fotos auf welchen beide Planeten
(mehr oder weniger) scharf sind. Während die Bilder nicht übefrragend sind, gibt es doch einj paar Dinge zu sehen. Als erstes ist Jupiter größer im scheinbaren Durchmesser als Venus. Venus andererseits ist heller als Jupiter und zeigt etwas Phase. Zusätzlich kann noch die atmosphärische Dispersion deutlich wahrgenommen werden. Leider sind die Galileischen Monde nicht auf den Bildern. Ich überlasse das Leuten mit besserer Ausrüstung.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"> </span></div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Images from
top to bottom:</span></div>
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(1) Venus and Jupiter over the Lake of Constance the day before conjunction day, 85mm focal length.</div>
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(2) Venus and Jupiter on conjunctiomn day, detail from an image taken with 1500mm focal length</div>
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Bilder von oben nach unten:</div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(1) Venus und Jupiter über dem Bodensee einen Tag vor der Konjunktion, 85mm Brennweite</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(2) Venus und Jupiter am Tage der Konjunktion, Ausschnittsvergrößerung eines Bildes, welches mit 1500mm Brennweite aufgenommen wurde</span></div>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-17820393439921520112016-07-26T09:45:00.001+02:002016-07-26T09:45:10.022+02:00Belt of Venus + full moon / Erdschatten und Vollmond
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<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"><span style="font-size: small;">When I was in the states back in 2010, I did
not only observe a lot but I also witnessed our nature “being nature”. Once – I
was having dinner in my landlady’s backyard – the Belt of Venus stood out very
clear (which for Arizona is probably quite usual) and the yellowish almost full
moon was standing inside the blue belt. I did not have a camera at hand, so I
enjoyed this spectacular scene only visually.<span style="mso-spacerun: yes;">
</span></span></span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">Ever since, I have dreamt of seeing this again.
Last week, I at least came close. In order to document the setting moon
surrounded by or at least close to the Belt of Venus, I stood up early. There
is a spot on my way to work, where the background is quite neat. I was quite
late so I hurried and saw a wonderful blue band while heading towards the
mentioned place.</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">However, I was a little late for my plan. When
I set up the camera, the Belt of Venus had almost disappeared. This was a
matter of only a couple minutes. But the moon was still there, only a little
above the belt.</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">Well, nevertheless I took some pictures. The
first picture shows the setting Belt of Venus right above the Appenzellerland
in Switzerland with the Alpstein-massif to the left. The highest peak is the
Säntis with an elevation of 8209 ft (2502 m).</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="font-family: Arial;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Later on, a couple miles further downhill, I
took some more pictures. This time, the setting moon and the rising sun
rendezvoused. Of course, I was not able to depict both celestial objects in one
image – but the rising sun illuminated the Säntis peak, right next to the moon.
</span><span style="mso-ansi-language: DE-CH;">What a majestic view!</span></span></div>
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<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;"> </span></span></div>
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<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;"> </span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">Als ich 2010 in den Staaten war, habe ich nicht nur viel beobachtet,
sondern auch erlebt, wie unsere Natur Natur ist. Einmal – ich aß gerade zu
Abend im Garten meiner Vermieterin – zeigte sich der Erdschatten (die englische
Bezeichnung: Venusgürtel gefällt mir besser) sehr deutlich (was für Arizona
wahrscheinlich ziemlich normal ist) und der gelbliche fast volle Mond stand
innerhalb dieses blauen Gürtels. Ich hatte keine Kamera zur Hand, daher genoß ich
den spektakulären Anblick rein visuell.</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">Seitdem träumte ich davon, dies nochmal zu sehen. Letzte Woche kam ich
zumindest nahe. Um den untergehenden Mond umschlungen vom oder zumindest nahe
vom Erdschatten zu dokumentieren, stand ich früh auf. Es gibt auf meinem
Arbeitsweg eine Stelle mit einem netten Hintergrund. Da ich recht spät dran war
beeilte ich mich und sah ein wundervolles blaues Band während ich zum besagten
Platz fuhr.</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">Trotzdem war ich etwas spät für meinen Plan. Als ich die Kamera
eingerichtet hatte, war der Erdschatten fast verschwunden. Dies war eine
Angelegenheit von nur wenigen Minuten. Aber der Mond war noch da, nur wenig
über dem Gürtel.</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">Nichtsdestotrotz nahm ich ein paar Bilder auf. Das erste Bild zeigt den
untergehenden Erdschatten direkt über dem Appenzellerland in der Schweiz mit
dem Alpsteinmassiv zur linken. Die höchste Erhebung ist der Säntis (2502m).</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="font-family: Arial;"><span style="mso-ansi-language: DE-CH;">Später und ein paar Kilometer weiter bergab nahm ich weitere Bilder auf.
Diesmal gaben sich der Mond und die aufgehende Sonne ein Stelldichein.
Natürlich konnte ich nicht beide Himmelsobjekte in einem Bild vereinen – aber
die aufgehende Sonne erleuchtete die Spitze des Säntis, direkt neben dem Mond. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Was für ein majestätischer Anblick!</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - </span></span></span></span></div>
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<a href="https://3.bp.blogspot.com/-Jpi00HQjmcQ/V5cUhob330I/AAAAAAAABXA/tYDYCwLWnQAv1A9_RQZD7W_hQbl-VfOpgCLcB/s1600/IMG_3698.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://3.bp.blogspot.com/-Jpi00HQjmcQ/V5cUhob330I/AAAAAAAABXA/tYDYCwLWnQAv1A9_RQZD7W_hQbl-VfOpgCLcB/s320/IMG_3698.JPG" width="320" /></a></div>
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"><span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">- - - - - - - - - - - - - - - - - - - - - - - -
- - - - - - - - - - - </span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">Pictures from top to bottom:</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"> </span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(1) Full moon above the Belt of Venus vanishing
behind the Appenzellerland (Switzerland), the highest peak is the Säntis (8209
ft / 2502 m); 85mm focal length</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(2) Full moon setting and sun rising –
indicated by the illuminated Säntis peak; 50mm focal length</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"> </span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - </span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">Bilder von oben nach unten:</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;"> </span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">(1) Vollmond über dem Erdschatten, welcher hinter dem Appenzellerland
(Schweiz) verschwindet; die höchste Erhebung ist der Säntis (2502 m); 85mm Brennweite</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">(2) Untergehender Vollmond und aufgehende Sonne – angedeutet durch den
beleuchteten Gipfel des Säntis; 50mm Brennweite</span></span></div>
<br />
<div style="line-height: 13pt; margin: 0cm 0cm 0pt;">
<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial; font-size: small;"> </span></span></div>
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-110511347470170712016-05-10T21:26:00.001+02:002016-05-10T21:26:41.912+02:00Mercury transit / Merkurdurchgang<!--[if gte mso 9]><xml>
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<![endif]--><span lang="EN-GB" style="mso-ansi-language: EN-GB;">On May 9th,
a rare transit of the innermost planet Mercury took place. From my home almost
the entire happening would have been visible, starting from around </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">1 pm</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> and ending shortly after sunset at
a quarter past </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">8 pm</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">.</span>
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">I have been
complaining a lot about the central European weather in the past years. But I
have also learned, that you often have a chance of seeing an event when you are
mobile. And by being mobile, I don’t mean taking a plane in order to fly to the
other side of the world. A one or two hours drive often will suffice.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">That in
mind, I took a day off in order to be mobile if needed.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">The days
before the transit were superb. I was able to observe a couple times and in one
night I logged a faintest star of 7m3! However, May 9<sup>th</sup> turned out
to be different. When I woke up, one hemisphere of the sky was overcast – and
the movement of the clouds told me they wouldn’t allow the sun to shine
through.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Satellite
images revealed that half of </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Germany</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> should be overcast, with the other
half being clear. So, I packed all my stuff and headed toward the direction in
which the forecast predicted clear conditions for at least most parts of the
event. When I came close to the city of </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Augsburg</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> – some 130 km / 80 mi from home – I
had to stop as the event would start soon. I set up two refractor telescopes on
a common mount, one of which was used for imaging, while I used the other one
for visual observing. This was the first time that I did this – and it turned
out to be quite neat. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">When the
transit began, the sun was already dimmed by thin clouds. This was OK. I took
images in regular intervals with the aid of a programmed remote control for the
camera and enjoyed the event, even though I forgot to bring along a diagonal. I
accepted the probability of having a bad neck the next day (which I actually do
not have). I was lucky enough to see almost half of the transit from my
location, but at close to </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">5 pm</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> the clouds were too thick. My
friend Frank Leiter, observing from northern </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Germany</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">, told me, that there might be a
break in the clouds soon. And indeed, some one and a half hour later, there was
the desired break. Unfortunately, this wouldn’t last long. A bigger break was
in the west. So I decided to relocate and went some 20 km / 12 mi further to
the west. Around an hour before sunset I was ready to take some more images and
the break in the clouds were becoming bigger and bigger. Yay! I stayed until
the sun set behind a conifer forest – a very touching moment. Shortly before
sunset, I had to change cameras, since the battery of the first ran out of
power. So I used the astro-modified one which enhanced the reddish impression. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Again, I
was lucky in chasing for breaks in the clouds. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">While some
of my images are over- or underexposed due to the changing density of the
clouds (I did not let the camera decide), I got some very nice ones with a
reasonable amount of detail (for a 10 cm refractor). </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Some of
these are shown below.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">- - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Am 9. Mai fand ein Durchgang des innersten Planeten Merkurs
vor der Sonne statt. Von meinem Zuhause würde fast das komplette Ereignis zu
sehen sein, beginnend um etwa 13 Uhr und kurz nach dem Sonnenuntergang um
viertel nach acht abends endend.</div>
<div class="MsoNormal">
Ich habe mich in den vergangenen Jahren oft über das
Mitteleuropäische Wetter beschwert. Aber ich habe auch gelernt, dass man oft
eine Chance hat, ein Ereignis zu sehen, wenn man mobil ist. Und mit mobil meine
ich nicht etwa ein Flugzeug zu nehmen, um ans andere Ende der Welt zu fliegen.
Eine ein- bis zweistündige Autofahrt reicht oft schon aus.</div>
<div class="MsoNormal">
In Anbetracht dessen habe ich mir einen Tag frei genommen,
um falls nötig mobil zu sein.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Die Tage vor dem Transit waren herausragend. Ich war in der
Lage mehrmals zu beobachten und in einer Nacht notierte ich einen schwächsten,
mit bloßem Auge noch sichtbaren Stern von 7m3! <span lang="EN-GB" style="mso-ansi-language: EN-GB;">Allein, der 9. Mai stellte sich anders heraus. </span>Als
ich aufwachte war eine Hemisphäre des Himmels schon bedeckt – und die Bewegung
der Wolken verriet mir, daß die Wolken es der Sonne nicht gestatten würden,
hindurchzuscheinen.</div>
<div class="MsoNormal">
Satellitenbilder offenbarten mir, dass eine Hälfte
Deutschlands bedeckt sein würden, während die andere klar sein sollten. Also
packte ich meine Sachen und startete in die Richtung, in welche die Vorhersage
gute Bedingungen für die meiste Zeit des Ereignisses versprach. Als ich in die
Nähe der Stadt Augsburg – etwa 130 km von zu Hause – kam, musste ich anhalten,
da der Durchgang bald beginnen würde. Ich baute zwei Refraktoren auf einer
gemeinsamen Montierung auf. Eine nutzte ich für Fotografie während ich die
andere zur visuellen Beobachtung nutzte. Das war das erste Mal, dass ich das so
gemacht habe – und es stellte sich als ganz toll heraus.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Als der Transit begann war die Sonne schon durch dünne
Wolken geschwächt. Das war in Ordnung. Ich nahm Bilder in regelmäßigen
Abständen mit Hilfe einer programmierbaren Fernbedienung für die Kamera auf und
genoß das Ereignis, auch wenn ich einen Zenitspiegel vergaß mitzunehmen. Ich
akzeptierte die Wahrscheinlichkeit von Halsschmerzen am nächsten Tag (welche
ich tatsächlich gar nicht habe). Ich hatte Glück und konnte fast die Hälfte des
Durchganges von diesem Ort aus beobachten, aber gegen 17 Uhr wurden die Wolken
zu dicht. Mein Freund Frank Leiter, welcher von Norddeutschland aus
beobachtete, teilte mir mit, dass bald eine Wolkenlücke kommen könnte.
Tatsächlich kam die ersehnte Lücke etwa nach anderthalb Stunden. Leider währte
diese nicht sehr lang. Eine größere Lücke tat sich im Westen auf. Also
entschloss ich mich dazu, gen Westen aufzubrechen und fuhr etwa 20 km weiter.
Etwa eine Stunde vor Sonnenuntergang war ich bereit, weitere Bilder
aufzunehmen, und die Wolkenlücken wurden größer und größer. Jippieh! Ich blieb,
bis die Sonne hinter einem Nadelwald unterging – ein sehr bewegender Moment.
Kurz vor dem Untergang musste ich noch die Kameras wechseln, da der Akku der
ersten leer war. Also nutzte ich die astromodifizierte, welche den rötlichen
Eindruck noch verstärkte.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Wieder einmal hatte ich Glück in der Jagd nach Wolkenlücken.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Während manche meiner Bilder aufgrund der wechselnden Dichte
der Wolken über- oder unterbelichtet sind (ich ließ es nicht die Kamera
entscheiden), so bekam ich doch einige wirklich gelungene Aufnahmen mit einem vernüftigen
Detailgrad (für einen 10 cm Refkraktor) hin.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Manche dieser sind unten gezeigt.</div>
<div class="MsoNormal">
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<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Pictures
from top to bottom:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(1) around </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">1:28 pm</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> CEST</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(2) around </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">3:20 pm</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> CEST</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(3) around </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">4:20</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> CEST</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(4) around </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">7:46</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> CEST, not modified camera, hue is
due to natural reddening</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(5) The
used equipment; left: 102/1000 refractor, right: 127/635 refractor</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">- - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -</span></div>
<div class="MsoNormal">
Bilder von oben nach unten:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(1) ca. 13:28
MESZ</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(2) ca. 15:20
MESZ</span></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">(3) ca. 16:20
MESZ</span></div>
<div class="MsoNormal">
(4) ca. 19:46 MESZ, nicht modifizierte Kamera, Farbeindruck entspricht
der Abendröte</div>
<div class="MsoNormal">
(5) Das benutzte Instrumentarium; links: 102/1000 Refraktor,
rechts: 127/635 Refraktor</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IT" style="mso-ansi-language: IT;">- - - - - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - -</span></div>
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-71197353188441586702016-01-08T19:48:00.001+01:002016-01-08T19:50:52.906+01:00Astronomical plans 2016 / Astronomische Pläne 2016<!--[if gte mso 9]><xml>
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<![endif]--><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Again,
Stefan Gotthold from the German-speaking Clear Sky Blog asks for our astronomical
New Year’s resolutions. I have been participating for a couple of years so far
– and of course I will do so this year.</span>
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br />
So, here are my goals for 2016:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">1. I still
plan to redesign my telescope. I know, this is quite a challenge since I will
have to work a lot with a CAD program that I first will have to be acquainted with.
Furthermore, I would need a lathe to manufacture necessary parts. And of
course: Making decisions for or against certain features will be hard.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">2. This
time, I did not miss the submission deadline for the adults education center.
So, I hope to be able to run another introductory astronomy class. Additionally,
this year I will also offer an advanced astronomy course which is scheduled to
start in April. Hopefully, at least one of these will take place. I am looking
forward to lecturing again. It is very rewarding.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">3. This
year, there are only few close encounters of planets, one of which will take
place tomorrow (Venus 5 arcminutes north of Saturn). Considering the fact that
it is raining cats and dogs, I doubt that I will be able to witness this event.
However, there is another one in August when Venus will be 10 arcminutes apart
from Jupiter. Mercury will be close to 1° apart from Jupiter on October 11<sup>th</sup>.
This might also be a nice one. I plan to document at least one of these encounters.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">4. A very
rare event will take place in 2016: A transit of Mercury will occur on May 9<sup>th</sup>.
Let’s hope for such fantastic weather conditions as we had at the last transit
of Mercury visible from </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Germany</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> back in 2003 – an event I remember
very well. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">5. Years
ago, when I lived close to the geometric center of </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Germany</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">, I used to attend lots of
exhibitions and conferences. Since living in the very south, I seldom have the
chance to do that. However, there is an exhibition not too far from home (some
two hours driving required) which I would like to visit. It is called the Astromesse
(AME, literally: Astro Exhibition) and will take place on October 10<sup>th</sup>.
</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">6. Again, I
will probably try to measure the angular distance between the sun and the half
moon. However, I am uncertain whether or not I am feasible of doing that with
my equipment.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">7. Once
more, I would like to finish an observing program of the Astronomical League. I
cannot say which one it will be, but the Binocular Deep Sky Program and the
Sketching Program look manageable.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">8. It would
be great to extend my list of observed planetary nebulae (PN) to 250. This
would mean that I will have to observe 22 more PNs (or 23, depending on whether
IC 2120 is a PN or not). This might be challenging since I have observed pretty
much all accessible PNs on the sky except for some southern summer
constellations that I can hardly see from home.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Of course
there are more events taking place in 2016 – and I will keep an eye on the sky
always.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">- - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - -</span></div>
<div class="MsoNormal">
Wieder einmal fragt Stefan Gotthold vom Clear Sky Blog nach
den astronomischen Vorsätzen für das neue Jahr. Ich habe nun schon ein paar
Jahre daran teilgenommen – und natürlich mache ich das auch dieses Jahr.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
So, hier sind nun also meine Ziele für 2016:<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
1. Nach wie vor plane ich, mein Teleskop umzubauen. Ich weiß
dass das eine Herausforderung ist, da ich viel mit einem CAD-Programm zu
arbeiten habe, welches ich erst noch erlernen muß. Weiterhin bräuchte ich eine
Drehmaschine um notwendige Teile herzustellen. Und natürlich wird es schwierig
werden, Entscheidungen für oder gegen Eigenschaften zu treffen.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
2. Diesmal habe ich nicht die Einreichefrist für die
Volkshochschule verpasst. Daher hoffe ich, dass ich einen weiteren
Einführungskurs in Astronomie geben können werde. Zusätzlich biete ich dieses
Jahr auch noch einen Aufbaukurs an, der ab April geplant ist. Ich hoffe, dass
wenigstens ein Kurs stattfinden wird. Ich freue mich schon sehr darauf, wieder
zu unterrichten. <span lang="EN-GB" style="mso-ansi-language: EN-GB;">Es ist sehr
lohnend.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
3. Dieses Jahr kommt es nur zu wenigen engen Begegnungen von
Planeten, von welchen einer morgen stattfinden wird (Venus ist 5 Bogenminuten
nördlich von Saturn). Berücksichtigt man, dass es gerade wie aus Kübeln
schüttet, bezweifle ich allerdings, dass ich das beobachten können werde. Wie
dem auch sei, ein weiteres solches Ereignis findet im August statt, wenn Venus
10 Bogenminuten von Jupiter entfernt sein wird. <span lang="EN-GB" style="mso-ansi-language: EN-GB;">Merkur wird bis auf knapp 1° an Jupiter am 11.
Oktober herankommen – das könnte auch hübsch werden. Ich plane, wenigstens eine
dieser Begegnungen zu dokumentieren.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
4. Ein sehr seltenes Ereignis wird sich 2016 ereignen: Ein
Merkurtransit wird am 9. Mai stattfinden. Lasst uns auf solche fantastischen
Wetterbedingungen hoffen, die wir 2003 beim letzten Merkurtransit, welcher von
Deutschland aus sichtbar war, hatten – ein Ereignis, welches ich noch in sehr
guter Erinnerung habe.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
5. Vor vielen Jahren lebte ich nahe der geometrischen Miitte
Deutschlands und war es gewohnt viele Messen und Tagungen zu besuchen. Seit ich
im äußersten Süden wohne habe ich nur selten die Gelegenheit dazu. Trotzdem
gibt es eine Messe, welche nicht zu weit von zu Hause weg ist (etwa zwei
Autostunden entfernt) und die ich gerne besuchen würde. Es handelt sich um die
Astromesse (AME), welche am 10. Oktober stattfinden wird.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
6. Ich werde wohl wieder versuchen, den Winkelabstand
zwischen Sonne und Halbmond zu messen. Allerdings bin ich mir nicht sicher, ob
ich mit meiner Ausrüstung dazu in der Lage sein werde.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
7. Einmal mehr möchte ich ein Beobachtungsprogramm der
Astronomical League abschließen. Ich kann noch nicht sagen, welches es sein
wird, aber das Fernglas-Deep-Sky-Programm und das Zeichnen-Programm sehen
machbar aus.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
8. Es ware toll, meine Liste der beobachteten Planetarischen
Nebel (PN) auf 250 zu erweitern. Dies würde bedeuten, dass ich weitere 22 PNs beobachten
müsste (oder 23, je nachdem, ob IC 2120 ein PN ist oder nicht). Dies könnte
sehr herausfordernd werden, da ich so ziemlich alle zugänglichen PNs am Himmel
beobachtet habe außer in manchen südlichen Sommersternbildern, die ich von zu
Hause aus kaum sehen kann.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Natürlich gibt es weitere Ereignisse, die 2016 stattfinden warden
– und ich werde den Himmel immer im Auge behalten.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com1tag:blogger.com,1999:blog-8907354792614976464.post-1060060409552514382016-01-07T22:24:00.000+01:002016-01-07T22:43:41.929+01:00Reviewing 2015 plans / Aufarbeitung der Pläne für 2015<!--[if gte mso 9]><xml>
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<![endif]--><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Gosh,
another year is gone…</span>
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">For a
couple of years I have been publishing astronomical plans which I would like to
put into action. Now it is time to have a look on which plans came true and
which didn’t.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">I published
my plans for 2015 here:</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><a href="http://astroweis.blogspot.co.at/2015/01/astronomical-plans-2015-astronomische.html" target="_blank">2015 Plans</a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 1:
Redesign of my 18” Dobsonian: </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Again, I
have not found enough time to redesign the scope even though I do have numerous
ideas. Well, maybe the lack of urgency helped not to focus too much on this
plan.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 2:
Observe 25 more planetary nebulae (PN):</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">I did it!
In 2015, I was able to observe 26 planetary nebulae (not considering an
IC-object that is a possible PN).</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 3:
Measure the angular distance between the sun and the half moon:</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Actually, I
tried to measure the angular distance in 2015 but the result was not
overwhelming (0.6°) because the theodolite I used is hard to read out and the
mounting is too shaky. Additionally, I could not use any motorized tracking.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 4:
Complete another observing program from the Astronomical League:</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Yep, made
it. See here: <a href="http://astroweis.blogspot.co.at/2015/12/another-award-ein-weiterer-award.html" target="_blank">Globular Clusters Award</a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 5:
Observe and photographically document a conjunction of two planets.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">I was able
to observe the conjunction of Venus and Mercury early in 2015:</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><a href="http://astroweis.blogspot.co.at/2015/01/good-fortune-of-industrious-das-gluck.html" target="_blank">Conjunction</a> </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">and</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><a href="http://astroweis.blogspot.co.at/2015/01/venus-and-mercury-alignment-part-deux.html" target="_blank">Conjunction part 2</a> </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">There were
more close encounters that I witnessed, but they were not among those mentioned
in the plans.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 6:
Observe the lunar or solar eclipse.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">I had the
pleasure of observing both eclipses that took place in our regions and both
were magnificent! See</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><a href="http://astroweis.blogspot.co.at/2015/03/solar-eclipse-part-2-impressions.html" target="_blank">Solar eclipse</a> </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">for
instance, and</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><a href="http://astroweis.blogspot.co.at/2015/10/lunar-eclipse-mondfinsternis.html" target="_blank">Lunar eclipse</a> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 7: Run
another astronomy class.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Well,
unfortunately, I missed the submission deadline. Therefore, I could not run
another class.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Well,
that’s it already. 2015 was a great year for astronomy - no matter whether or not plans were put into action. </span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Of course I also do have plans for 2016 and I will be happy to
publish them soon.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Wishing all
of you a prosperous new year!</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">- - - - - -
- - - - - - - - - - - - - - - - - - - - - - - - - - - - -</span></div>
<div class="MsoNormal">
Mensch, schon wieder ein Jahr rum…</div>
<div class="MsoNormal">
Seit ein paar Jahren veröffentliche ich astronomische Pläne,
die ich gerne in die Tat umsetzen möchte. Nun ist es an der Zeit zu schauen,
welche Pläne Wirklichkeit geworden sind und welche nicht.</div>
<div class="MsoNormal">
Meine Pläne habe ich hier veröffentlicht:</div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><span lang="DE" style="mso-ansi-language: DE;"></span><a href="http://astroweis.blogspot.co.at/2015/01/astronomical-plans-2015-astronomische.html" target="_blank">Pläne 2015</a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Plan 1:
Redesign meines 18” Dobsons: </span></div>
<div class="MsoNormal">
Wieder einmal habe ich keine Zeit gefunden, das Teleskop
umzukonstruieren, auch wenn ich eine ganze Menge Ideen habe. Nun, vielleicht
hat das Fehlen der Dringlichkeit geholfen, auf diesen Plan nicht zu sehr zu
fokussieren.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Plan 2: 25 weitere Planetarische Nebel (PN) beobachten:</div>
<div class="MsoNormal">
Ich habe es geschafft! 2015 habe ich 26 Planetarische Nebel
beobachtet (ein IC-Objekt, welches ein möglicher PN ist nicht mitgezählt).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Plan 3: Den Winkel zwischen Sonne und Halbmond messen:</div>
<div class="MsoNormal">
Tatsächlich habe ich versucht, 2015 den Winkel zu messen,
aber die Genauigkeit war nicht überwältigend (0.6°) da der Theodolit, welchen
ich verwendet habe, schwer auszulesen ist und die Montierung zu heikel ist. Zusätzlich
konnte ich die motorische Nachführung nicht nutzen.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Plan 4: Ein weiteres Beobachtungsprogramm der Astronomical
League vervollständigen.</div>
<div class="MsoNormal">
Ja, ich habe es geschafft. Siehe hier:</div>
<div class="MsoNormal">
<a href="http://astroweis.blogspot.co.at/2015/12/another-award-ein-weiterer-award.html" target="_blank">Kugelsternhaufen-Award</a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Plan 5: Beobachten und fotografisches Dokumentieren einer
Konjunktion zweier Planeten. Ich war in der Lage, die Konjunktion von Venus und
Merkur früh im Jahr 2015 zu beobachten:</div>
<a href="http://astroweis.blogspot.co.at/2015/01/good-fortune-of-industrious-das-gluck.html" target="_blank">Konjunktion</a><br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">und</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><a href="http://astroweis.blogspot.co.at/2015/01/venus-and-mercury-alignment-part-deux.html" target="_blank">Konjunktion Teil 2</a></span></div>
<div class="MsoNormal">
Es gab weitere nahe Begegnungen, die ich verfolgen konnte,
aber sie waren nicht unter den erwähnten in den Plänen.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Plan 6: Beobachten der Mond- oder Sonnenfinsternis.</div>
<div class="MsoNormal">
Ich hatte das Vergnügen, beide Eklipsen, die sich in unseren
Breiten ereignet haben, zu beobachten – und sie waren großartig! Siehe zum
Beispiel</div>
<div class="MsoNormal">
<a href="http://astroweis.blogspot.co.at/2015/03/solar-eclipse-part-2-impressions.html" target="_blank">Sonnenfinsternis</a></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">und</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><a href="http://astroweis.blogspot.co.at/2015/10/lunar-eclipse-mondfinsternis.html" target="_blank">Mondfinsternis</a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Plan 7: Eine weitere Astronomieklasse leiten.</div>
<div class="MsoNormal">
Nun, leider habe ich die Einreichefrist verpasst. Daher
konnte ich keine weitere Klasse leiten.<span lang="EN-GB" style="mso-ansi-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Das war es schon. 2015 war ein großartiges Jahr für Astronomie - egal ob Pläne umgesetzt werden konnten oder nicht.<br />
Natürlich habe ich auch Pläne für 2016 und
ich freue mich, diese bald zu veröffentlichen.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ich wünsche allen ein erfolgreiches neues Jahr!</div>
<div class="MsoNormal">
<br /></div>
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-17724632073305758022015-12-12T09:49:00.000+01:002015-12-12T09:51:58.616+01:00Another award / Ein weiterer Award<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">This week I
received my fifth award from the Astronomical League. This time, it is the
Globular clusters award. The requirement was to observe at least 50 globulars,
three of which had to be so-called challenge objects. I was kind of productive
in observing extragalactic globulars (most of which were located in M31), so I
logged 58 globulars altogether, including 13 challenging objects.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">In most
cases, one has to hand in the logs to a coordinator in the club one is
affiliated with. In my case this would be the Tucson Amateur Astronomy
Association. In this case, however, I had to submit the logs to the Program
Chair Bob Kerr, who did a great job in reviewing my results. </span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">According
to him, I was the first to log the extragalactic globulars G119, G213 and G272 –
which is astonishing considering the fact that I was the 280<sup>th</sup> person
to finish this program. Bob also told me that I was the most distant awardee he
had the pleasure of working with.</span></div>
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Diese Woche erhielt ich meinen fünften Award der
Astronomical League. Dieses Mal ist es der Kugelsternhaufen-Award. Die
Anforderung war, mindestens 50 Kugelsternhaufen zu beobachten, davon mussten
mindestens drei sogenannte herausfordernde Objekte sein. Ich war ziemlich
produktiv in der Beobachtung von extragalaktischen Kugelsternhaufen (dies
meisten befinden sich in M31), und so konnte ich insgesamt 58 Kugelsternhaufen protokollieren,
darunter 13 herausfordernde.</div>
<div class="MsoNormal">
Meistens muß man die Aufzeichnungen zu einem Koordinator des
Clubs schicken, welchem man angehört. In meinem Fall ist das die Tucson Amateur
Astronomy Association. In diesem Falle jedoch musste ich die Aufzeichnungen an
den Programmvorsitzenden Bob Kerr senden, der bei der Prüfung meiner Ergebnisse
großartige Arbeit geleistet hat.</div>
<div class="MsoNormal">
Gemäß seinen Aussagen war ich der erste, der die
extragalaktischen Kugelsternhaufen G119, G213 und G272 eingereicht hat – was erstaunlich
ist wenn man bedenkt, dass ich die 280. Person war, die dieses Programm
erfolgreich abschließen konnte. Bob sagte mir auch, dass ich der entfernteste
Auszeichnungsempfänger bin, mit welchem er das Vergnügen hatte, zusammen zu
arbeiten.</div>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Pictures
from top to bottom:</span></div>
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<br /></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(1)
Globular Cluster Program Award</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">(2) Award
Pin</span></div>
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Bilder von oben nach unten:</div>
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<br /></div>
<div class="MsoNormal">
(1) Globular Cluster Program Auszeichnung</div>
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(2) Zugehörige Anstecknadel</div>
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<br /></div>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com4tag:blogger.com,1999:blog-8907354792614976464.post-2168129111001824862015-12-10T12:58:00.002+01:002015-12-10T14:30:49.299+01:00Record crescent / Rekordsichel<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Today’s
morning skies were crystal clear. Without especially paying attention, the tiny
moon crescent caught my attention. Before seeing it, I thought today would mark
the new moon date – and it does, as I found out a minute later when having a
look into the calendar.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">The exact
epoch of new moon today was </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">11:59</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> CET (Central European Time) and it
was already past </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">7 am</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">. So, this was a new personal record
for me. The thinnest crescent I saw with unaided eyes so far was a 19.5 hrs young
moon (see <a href="http://astroweis.blogspot.co.at/2014/02/normal-0-21-microsoftinternetexplorer4.html" target="_blank">Moon near Mercury</a>). I could spot the moon until </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">7:36</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> but was unable to do so 5 minutes
later. </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Sunrise</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;"> was at </span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">8:24</span><span lang="EN-GB" style="mso-ansi-language: EN-GB;">, so less than an hour later.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">I used the
chance and took a couple images through a 102/1000 refractor telescope using a
new fringe killer filter to reduce chromatic aberrations.</span></div>
<div class="MsoNormal">
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Der Himmel heute Morgen war kristallklar. Ohne besonders
darauf zu achten, fiel mir die dünne Mondsichel ins Auge. Bevor ich sie sah dachte
ich, dass heute Neumond sei – und dem ist auch so, wie ich eine Minute später
herausfand, nachdem ich meinen Kalender anschaute.</div>
<div class="MsoNormal">
Die genaue Epoche des Neumondes heute war 11:59 MEZ, und es
war bereits nach 7 Uhr morgens. Dies war also ein
neuer persönlicher Rekord für mich. Die dünnste Sichel, welche ich bislang mit
unbewaffneten Augen sehen konnte war eine 19,5 Stunden junge Mondsichel (siehe <a href="http://astroweis.blogspot.co.at/2014/02/normal-0-21-microsoftinternetexplorer4.html" target="_blank">Mond bei Merkur</a>). Ich konnte den Mond bis 7:36 erhaschen, 6 Minuten später jedoch nicht
mehr. Der Sonnenaufgang war um 8:24, also weniger als eine Stunde später.</div>
<div class="MsoNormal">
Ich habe die Gelegenheit genutzt ein paar Bilder durch den
102/1000 Refraktor mit einem neuen Fringe Killer-Filter aufzunehmen, welcher
Farbfehler verringert.</div>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com3tag:blogger.com,1999:blog-8907354792614976464.post-28424396604630580492015-12-08T20:47:00.000+01:002015-12-08T20:55:40.489+01:00The „last“ accessible NGC-PN / Der "letzte" zugängliche NGC-PN<div class="moz-text-html" lang="x-unicode">
Last night, I observed the last remaining NGC-planetary nebula (PN)
that I most likely can observe from my home in southern Germany: NGC
2242 in Auriga. This object was discovered by Lewis Swift in 1886 and
was long believed to be a galaxy before a study published in 1987 (!)
revealed that it is a PN. Usually, it goes the other way around...
According to Dr. Wolfgang Steinicke, NGC 2242 is the last NGC-PN to
be discovered and the faintest one in this catalog. Well, I kind of like
to collect photons from very faint objects, so I gave it a try. Ok, it
took me more than one try...<br />
When we came home late Saturday evening, the skies were clear. So, I
set up my 18” Dobsonian and tried to hunt down NGC 2242 (I believe, I
already tried it once before, but I usually do not record negative
observations too carefully). This was hard work since it was close to
zenith. While this is a good thing in terms of atmospheric transparency,
it is no good for my neck and maneuvering some 40 kilograms of
telescope precisely with virtually having no lever arm at all is hard
work too. After some 90 minutes using different powers, a Uranometria
chart and ALADIN, the moon would rise and I finally cancelled. Even
though the skies were quite dark (fst some 6m5), I just did not see NGC
2242.<br />
The next night’s skies were even better. I logged a faintest star of
7m0, which is pretty well for my backyard but not a record. This time –
two hours earlier in the night than the night before – I found NGC 2242
amazingly quickly. I believe, the hunt did not take longer than 5
minutes plus I did not have to bend my back. I think the combination of a
relaxed posture and the even better skies made the difference.<br />
NGC 2242 is not really a “wow”-object but quite inconspicuous.
However, I did not have to use averted vision to see it – though it
improves contrast. According to Wikipedia, this PN is some 6500 ly away
and located 1500 ly above the galactic plane (which is seldom).<br />
<br />
So, any PNs left for me? Hell, yeah! There are still tons of PNs
around. Kent Wallace observed more than 300 PNs with an 8” telescope
from a latitude that is not a lot more southern than my location. NGC
2242 was my 222<sup>nd</sup> PN, so far. But I doubt that I will be able
to observe any more NGC-PN from my home. The northernmost
NGC-PN-object, that I have not logged, yet, is NGC 2792 in Vela, with a
declination of -42°26’. I happen to live at a latitude of 47.5°. Even
though there might be a mathematical chance for me to see NGC 2792, I
personally would not place any bets on that...<br />
<br />
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -<br />
In der letzten Nach beobachtete ich den letzten übrig gebliebenen
panetarischen Nebel (PN) aus dem NGC-Katalog, den ich
höchstwahrscheinlich von meinem Zuhause in Süddeutschland aus beobachten
kann: NGC 2242 in Auriga. Dieses Objekt wurde von Lewis Swift 1886
entdeckt und wurde lange Zeit für eine Galaxie gehalten, bevor eine 1987
(!) veröffentlichte Studie aufdeckte, daß es ein PN ist. Normalerweise
geht das anders herum...<br />
Gemäß Dr. Wolfang Steinicke ist NGC 2242 der letzte NGC-PN, welcher
entdeckt wurde und gleichzeitig noch der schwächste dieses Kataloges.
Nun, ich mag es irgendwie, Photonen von sehr schwachen Objekten
einzufangen, also habe ich einen Versuch gestartet. OK, es hat mehr als
einen Versuch gebraucht...<br />
Als wir spät am Samstagabend nach Hause kamen, war der Himmel klar.
Also baute ich mein 18“ Dobsonteleskop auf und versuchte, NGC 2242 zur
Strecke zu bringen (ich glaube, ich habe dieses Objekt tatsächlich schon
einmal versucht, aber üblicherweise vermerke ich negative Beobachtungen
nicht zu gründlich). Dies war harte Arbeit, da es nahe am Zenit war.
Während dies hinsichtlich der Transparenz der Atmosphäre gut ist, ist es
nicht gut für meinen Hals und etwa 40 Kilogramm Teleskop praktisch ohne
Hebelarm zu manövrieren ist ebenfalls Schwerstarbeit. Nach etwa 90
Minuten mit verschiedenen Vergrößerungen, der Uranometriakarte und
ALADIN ging der Mond schließlich auf und ich brach ab. Auch wenn der
Himmel ziemlich dunkel war (fst etwa 6m5) habe ich NGC 2242 einfach
nicht gesehen.<br />
Der Himmel in der nächsten Nacht war sogar noch besser. Ich notierte
einen schwächsten Stern von 7m0. Das ist ziemlich gut für meinen Garten,
aber noch kein Rekord. Diesmal – zwei Stunden früher in der Nacht als
in der Nacht zuvor – fand ich NGC 2242 erstaunlich schnell. Ich glaube
die Jagd dauerte nicht länger als 5 Minuten und ich musste meinen Rücken
nicht verbiegen. Ich denke, die Kombination aus entspannter
Körperhaltung und noch besserem Himmel machte den Unterschied aus.<br />
NGC 2242 ist kein wirkliches „Wow“-Objekt, sondern sehr unscheinbar.
Immerhin musste ich kein indirektes Sehen anwenden, um es zu sehen –
wenngleich es den Kontrast verbesserte. Gemäß Wikipedia ist dieser PN
etwa 6500 Lj entfernt und befindet sich 1500 Lj über der galaktischen
Ebene (das ist selten).<br />
So, sind noch irgendwelche PNs für mich übrig? Aber hallo! Da sind
immer noch haufenweise PNs. Kent Wallace hat über 300 PNs mit einem
8”-Teleskop von einem Breitengrad aus beobachtet, welcher nicht viel
weiter südlich steht als meiner. NGC 2242 war mein bislang 222. PN. Ich
bezweifle aber, daß ich noch einen weiteren NGC-PN von zu Hause aus
werde beobachten können. Das nördlichste noch nicht geloggte
NGC-PN-Objekt ist NGC 2792 in Vela mit einer Deklination von -42°26‘.
Ich lebe auf einer Breite von 47,5°. Auch wenn es eine mathematische
Chance für mich gibt, NGC 2792 sehen zu können, würde ich persönlich
keine Wetten darauf abschließen...<br />
<br />
<br /></div>
Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com1tag:blogger.com,1999:blog-8907354792614976464.post-64360363033531964902015-11-15T13:43:00.001+01:002015-11-15T13:58:00.849+01:00On the way to Leiter 15 / Unterwegs zu Leiter 15<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Dr. Frank Leiter (see his German speaking blog/site <a href="http://asterythms.net/" target="_blank">ASTERYTHMS)</a>, a passionate amateur astronomer and good friend of mine,
found an interesting peculiar star pattern (=asterism) on one of his images and asked me
to observe it when having time. Maybe, it would make it into his asterism list (then being
Leiter 15). The asterism reminded him of a traditional (toy) kite and he guessed, it could be
seen with apertures as low as 8 inches. Well, I did have some time and skies were clear
last week, even though seeing was rather poor - so I gave it some tries. <br />
I first tried to find Leiter 15 with a 10" Dobsonian, unfortunately to no
avail. The pattern, which is quite obvious in images such as provided by ALADIN, was to dim to be
seen at below average observing conditions (fst 6m0, poor seeing). However, I
did see another nice asterism that kind of reminds me of a telegraph pole next
to the location Leiter 17 should have appeared. <br />
Two days later, I set up the 18" f/5 Dobsonian and tried to hunt down
Leiter 15 again. This time, I did see the star pattern Frank mentioned, even though the stars are
still very inconspicuous. The "body stars" are brighter than the "tail stars",
accentuating the visual impression of a kite. I created a small sketch but was not able to finish it
due to the asterism setting behind a bush. Leiter 15 is quite a challenge for medium-sized
instruments, I guess - but well worth a try. <br />
You will need lots of power since it is rather small (some 2.5 arcminutes). <br />
I also created a sketch of "my" telegraph pole asterism. When observing
it with the 18", the gain in light gathering compared to the 10" is
quite remarkable. This asterism is quite big, spanning some 38.5 arcminutes,
thus requiring a long focal length eyepiece at the 18" (it was easier to
have it in one FOV with the 10", though). <br />
<br />
</span>- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - <br />
<br />
Dr. Frank Leiter (man beachte seinen Internetauftritt <a href="http://asterythms.net/" target="_blank">ASTERYTHMS)</a>, ein passionierter Hobbyastronom und ein guter Freund von mir,
fand ein interessantes sonderbares Sternmuster (=Asterismus) auf einem seiner Bilder und
bat mich, dieses zu beobachten, wenn ich Zeit dazu hätte. Vielleicht würde es in seine
Asterismenliste aufgenommen werden (wäre dann Leiter 15). Das Sternmuster erinnerte ihn an
einen traditionellen Flugdrachen und er schätzte, daß man es mit 8"
Öffnung schon sehen könnte. Nun, ich hatte etwas Zeit und der Himmel in der
letzten Woche war klar, auch wenn das Seeing eher unterdurchschnittlich war -
so habe ich es versucht. <br />
Zunächst versuchte ich, Leiter 15 mit einem 10" Dobsonteleskop zu finden,
leider erfolglos. Das Muster, welches auf Fotos, die beispielsweise von ALADIN bereitgestellt
werden, recht auffällig ist, war zu schwach, um es bei unterdurchschnittlichen
Beobachtungsbedingungen sehen zu können (fst 6m0, schlechtes Seeing). Jedoch sah ich direkt neben der
Position, an welcher Leiter 15 hätte erscheinen sollen, einen weiteren netten Asterismus,
der mich irgendwie an einen Telegrafenmast erinnerte. <br />
Zwei Tage später baute ich den 18" f/5 Dobson auf und versuchte ich
erneut, Leiter 15 zu bezwingen. Dieses mal sah ich das Sternmuster, welches Frank erwähnt hat, auch
wenn die Sterne nach wie vor sehr unscheinbar waren. Die "Körpersterne" sind
etwas heller als die "Schwanzsterne", was den visuellen Eindruck eines Flugdrachen noch
verstärkte. Ich fertigte eine kleine Skizze an, welche ich aber nicht fertig stellen konnte, da der
Asterismus hinter einem Busch unterging. Ich schätze, Leiter 15 ist eine ziemliche
Herausforderung für mittelgroße Instrumente - aber auf jeden Fall einen Versuch
wert. Man benötigt eine hohe Vergrößerung, da es ziemlich klein ist (ungefähr
2,5 Bogenminuten). <br />
Ich fertigte auch eine Skizze "meines" Telegrafenmastasterismus an.
Wenn man dieses mit dem 18"er beobachtet, ist der Gewinn an Lichtsammelleistung
verglichen mit dem 10"er erheblich. <br />
Dieser Asterismus ist ziemlich groß und überspannt ca. 38,5 Bogenminuten. Das
bedeutet, man benötigt am 18"er ein Okular langer Brennweite (es war viel
einfacher, ihn im 10"er in einem Gesichtsfeld unterzubringen).<br />
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<a href="http://3.bp.blogspot.com/-uuEW8UNJaWg/Vkh9xKMn7nI/AAAAAAAABUc/4UCi7cA53Zw/s1600/Telegraph_pole.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="http://3.bp.blogspot.com/-uuEW8UNJaWg/Vkh9xKMn7nI/AAAAAAAABUc/4UCi7cA53Zw/s320/Telegraph_pole.jpg" width="320" /></a></div>
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Pictures from top to bottom:<br />
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(1) Overview image, processed DSS image from ALADIN<br />
(2) Detailed view of the telegraph pole, processed DSS image from ALADIN<br />
(3) Sketch of Leiter 15, 283x at 18” f/5 Newtonian<br />
(4) Sketch of the telegraph pole, 45x at 18” f/5 Newtonian<br />
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Bilder von oben nach unten:<br />
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(1) Überblick, bearbeitetes DSS-Bild aus ALADIN<br />
(2) Detailansicht des Telegraphenmastes, bearbeitetes DSS-Bild aus ALADIN<br />
(3) Zeichnung von Leiter 15, 283x am 18” f/5 Newton<br />
(4) Zeichnung des Telegraphenmastes, 45x am 18” f/5 Newton<br />
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<br />Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com2tag:blogger.com,1999:blog-8907354792614976464.post-22962107939480345562015-10-28T21:31:00.001+01:002015-10-29T09:19:11.904+01:00New “Toy” / Neues "Spielzeug"<!--[if gte mso 9]><xml>
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<![endif]--><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Last week I
stumbled across an ad of an amateur astronomer who wanted to sell his 127/635
achromatic refractor – it was a real bargain. Even though I was not
particularly searching for such an instrument, I could not resist. I already
own a refractor telescope with a focal length of 1000mm – the moon or the sun
fill up the entire image. While this is nice for detailed images, I miss the
possibility to get some more background in the pictures. This would be nice for
images of setting or rising moon and sun, respectively. Also, close
conjunctions of planets can be documented more easily (only two days ago it was
hard work to get Venus and Jupiter in one picture with 1000mm focal length).</span>
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<span lang="EN-GB" style="mso-ansi-language: EN-GB;">From what I
can say so far, the telescope performs as expected. Sure enough, we are
overcast now (there seems to be a law which says thou shalt not observe on the
day you obtain a telescope) – but a tiny hole in the clouds allowed me to take
some snapshots of the moon.</span></div>
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Letzte Woche stolperte ich über eine Anzeige eines
Amateurastronomen, der seinen 127/635 Achromaten verkaufen wollte – es war ein
echtes Schnäppchen. Auch wenn ich nicht wirklich nach einem solchen Instrument
Ausschau hielt, konnte ich nicht widerstehen. Ich besitze schon einen Refraktor
mit einer Brennweite von 1000mm – Mond und Sonne füllen das ganze Bild aus.
Während das für detaillierte Aufnahmen ganz nett ist, so vermisse ich doch die
Möglichkeit, etwas mehr Hintergrund ins Bild zu bekommen. Das wäre nett für
Bilder des auf- oder untergehenden Mondes oder der Sonne. Auch enge Begegnungen
von Planeten können so einfacher dokumentiert werden (vor gerade einmal zwei
Tagen war es recht schwer, Venus und Jupiter in ein Bild mit 1000mm Brennweite
zu bekommen.</div>
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Bisher kann ich sagen, dass das Teleskop wie erwartet
funktioniert. Natürlich ist es jetzt bei uns bedeckt (es scheint ein Gesetz zu
geben dass besagt: Du sollst nicht beobachten an dem Tage, an welchem du ein
Teleskop erhältst) – aber eine winzige Wolkenlücke hat es mir doch gestattet,
ein paar Schnappschüsse des Mondes aufzunehmen.</div>
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from top to bottom:</span></div>
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(1) My new preowned 127/635 refractor telescope Messier from Bresser</div>
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(2) First picture of the moon through this telescope</div>
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(1) Mein neuer gebrauchter 127/635 Refraktor Messier von Bresser</div>
(2) Erstes Bild des Mondes durch dieses TeleskopAstroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com1tag:blogger.com,1999:blog-8907354792614976464.post-11288497475644220062015-10-21T21:56:00.000+02:002015-10-21T21:56:14.222+02:00More conjunction fun / Mehr Spaß mit KonjunktionenWhile we were clouded out on Monday morning when Mars and Jupiter came really close, I was able to image the scenery this morning. Though it was by far not as thrilling as last week's conjunction including the moon and Mercury, it was still fun watching.<br />
The images were taken from Wirtatobel in Austria.<br />
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Während es am Montag morgen, als sich Mars und Jupiter sehr nahe kamen, bedeckt war, konnte ich die Szene heute morgen aufnehmen. Auch wenn es bei weitem nicht so aufregend wie die letztwöchige mit Mond und Merkur war, hat es trotzdem Spaß gemacht sie anzuschauen.<br />
Die Bilder wurden vom Wirtatobel in Österreich aus aufgenommen.<br />
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com1tag:blogger.com,1999:blog-8907354792614976464.post-51325150481834503092015-10-13T21:35:00.001+02:002015-10-14T08:47:51.599+02:00Dance of the planets / Planetenparade<br />
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial; font-size: small;">Every now and then two planets of our solar
system are visible in the same area in the sky. There were quite a few such
constellations in the last couple months. However, seeing three or even more naked-eye
planets in the same area is a lot more seldom. </span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">A couple days ago, on my way to work, I was
able to take pictures of what in German would be called a parade of the
planets. Having nice conditions, I took images of Venus, Mars and Jupiter over
the Alps. Unfortunately, we were overcast at home when Mercury and the moon also
appeared in this region. But we went on a weekend trip to central Germany last
weekend, and weather conditions improved on Sunday. So, while southern Germany
was clouded out, I had the pleasure of taking images from the parade,
consisting of Venus, Mars, Jupiter, the crescent moon incl. its ashen lights
and Mercury. I am very pleased with the results.</span></span></div>
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<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">Ab und zu sind zwei Planeten unseres Sonnensystemes in der gleichen
Himmelsregion sichtbar. In den vergangenen Monaten gab es einige solcher
Konstellationen. Drei oder mehr mit unbewaffnetem Auge sichtbare Planeten in
der selben Gegend zu sehen ist jedoch deutlich seltener.</span></span></div>
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<span style="mso-ansi-language: DE-CH;"><span style="font-family: Arial;">Vor ein paar Tagen war ich in der Lage auf dem Weg zur Arbeit Bilder der
Planetenparade aufzunehmen. Bei guten Bedingungen nahm ich Bilder von Venus,
Mars und Jupiter über den Alpen auf. Leider war es zu Hause aber bedeckt als Merkur
und der Mond in dieser Region erschienen. Wir fuhren aber am vergangenen Wochenende
in die Mitte Deutschlands und die Wetterbedingungen verbesserten sich am
Sonntag. Während Süddeutschland also bedeckt war, hatte ich das Vergnügen,
Fotografien der Parade bestehend aus Venus, Mars, Jupiter, der Mondsichel incl.
aschgrauem Licht und Merkur aufzunehmen. Ich bin sehr zufrieden mir den
Resultaten.</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(1) Venus, Mars and Jupiter as seen from Wirtatobel in Vorarlberg, Austria, on Oct. 1st</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(2)</span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"> Venus, Mars and Jupiter as seen from Wirtatobel in Vorarlberg, Austria, on Oct. 2nd</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(3) </span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">Crescent moon, Venus, Mars and Jupiter as seen from Fluh in Vorarlberg, Austria, on Oct.9th; Mercury is hidden behind clouds, unfortunately</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(4) Moon and Mercury over the Rhön Mountains as seen from Büchenberg, eastern Hessen on Oct. 11th</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(5) Dance of the planets </span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">over the Rhön Mountains as seen from Büchenberg, eastern Hessen on Oct. 11th</span></span><br />
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(6) Picure (5) again with indications </span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(1) Venus, Mars und Jupiter vom Wirtatobel in Vorarlberg, Österreich aus am 1. Okt.</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(2)</span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"> Venus, Mars und Jupiter vom Wirtatobel in Vorarlberg, Österreich aus am 2. Okt.</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(3) </span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">Mondsichel, Venus, Mars und Jupiter von Fluh, Vorarlberg in Österreich aus am 9. Okt.; Merkur ist leider hinter den Wolken verborgen</span></span></div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(4) Mond und Merkur über dem Rhöngebirge von Büchenberg, Osthessen am 11. Okt.</span></span><br />
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;">(5) Planetenparade</span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial;"> über dem Rhöngebirge von Büchenberg, Osthessen am 11. Okt.</span></span><br />
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<span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial; font-size: small;">(6) Bild (5) nochmal mit Beschriftung </span></span><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="font-family: Arial; font-size: x-small;"></span></span></div>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-21720900869550478142015-10-01T20:53:00.000+02:002015-10-01T20:53:02.880+02:00Lunar eclipse / Mondfinsternis <span style="font-family: Times New Roman; font-size: small;">In the early morning hours
of September 28th, 2015, a total lunar eclipse, that I could observe in
good weather, took place. By now this was my 6<sup>th</sup> or 7<sup>th</sup>
lunar eclipse. While I have driven 60 or more miles in the past in order
to observe such an event, I could have observed this one well from home.
At first, it did not look promising, though. Weather forecast tried to
make us believe that the eclipse would be able to be seen from almost anywhere
in Austria (I live directly at the border to the Austrian county Vorarlberg).
This assertion seemed to be humbug as it has been overcast the whole day.
Even after sunset this situation did not improve. According to satellite
images, I would have had to drive for some 30 miles in order to observe
from a break in the clouds. </span>
<br />
<div class="moz-text-html" lang="x-western">
<span style="font-family: Times New Roman; font-size: small;">It turned out differently. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">At 10ish p.m. Nicole, my wife, told
me that the sky was clear. I could not believe what she told me because
just half an hour before it was still overcast. At first I thought she
was trying to pull my leg, but she was serious – and so was the Austrian
weather forecast. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">So, I packed equipment the next
couple hours. If already mentioned, I would have been able to observe the
eclipse from home (likely not its end, though, due to a neighboring house),
but I wanted to have the Lake of Constance in the foreground. Maybe, some
nice pictures could be shot? </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">No sooner said than done. Around
1:00 am I headed to Eichenberg in Austria. There are not many spots at
which the Lake of Constance in the foreground looks aesthetic with the
moon above it. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">So I placed myself at the side of
the main road; of course in a way that even a truck would have been able
to pass by easily. Indeed, there are people driving around at nighttime...
</span>
<br />
<span style="font-family: Times New Roman; font-size: small;">The following notes were made in
note form by me in the night. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:00 am CEST: After a short drive
to Eichenberg, I have set up a telescope plus camera and a second camera
for overview shots. It is quite windy and pretty cold (4°C). I forgot the
hand gloves… Initially, I wanted to create a full moon sketch with a pair
of 16x70 binoculars but I postpone this in order to fully concentrate to
the lunar eclipse. I am afraid the camera could fall down even though I
put an additional weight on it. I am standing at the side of the road and
have to use a diagonal for the telescopic images since the telescope is
positioned pretty low because of the wind. Furthermore, the countryside
right next to me is securey with an electric fence – I experienced that
firsthand. I wonder how many more shocks I will get this night. Below my
standing point, the Lake of Constance is prominent. I hope to be able to
put it in the spotlight.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:10 am CEST: It begins – at least
officially. The penumbral eclipse cannot be seen so far. I suspect that
I will see visually in ¾ of an hour that something “is not right” with
the moon.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:35 am CEST: For a short moment
I surmised a slight darkening at the upper left but the camera picture
proves me wrong.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:54 am CEST: Now the picture shows
a definite darkening.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:09 am CEST: There is a distinct
“dent” at the upper left.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:20 am CEST: The swivel desk chair
I brought along collapses under my load. I have the presence of mind not
to grab the fence in my distress. So I fall onto my left hand, especially
the ring finger is hurting, and the cold does one more thing... The moon,
however, does not seem to give a damn about that, he has his own problems
since being eclipsed to some quarter. Even though snapshooting might produce
nice images: It can’t replace the appearance in the binoculars. The eye’s
dynamic range is unbeatable.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:30 am CEST: The views I get in
the binoculars are magical. Not even do I see the brightly lit side of
the moon but also the eclipsed one. Simply fabulous!</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:35 am CEST: Because of the ongoing
darkening – totality has not arrived, yet – there are plenty of stars
visible in Orion that under “normal” circumstances could not be seen
at full moon. The milky way appears from Cassiopeia to Cygnus.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:40 am CEST: In the binoculars
I see a brownish hint with some red. To illustrate that in the images I
have to expose quite long. With the present wind this seems to be impossible.
It is so dark that I have to use a red flashlight to be able to see what
I am writing.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:55 am CEST: A small crescent is
left, nevertheless, there are countless stars visible – almost as many
as in a moonless night. Another thing is obvious now: The light dome of
the River Rhine Valley. It is very bright.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">4:14 am CEST: Sirius made its way
above the mountain. The Winter Circle is complete now. And so is the milky
way that can be traced almost from horizon to horizon. The faintest star
is probably below 6m5 – a typical value for this region. I start missing
my Dobsonian.</span>
<br />
<span style="font-family: Times New Roman; font-size: small;">The totality is impressive. From
all lunar eclipsed that I was lucky enough to witness, this one is probably
the darkest one. Visually, the moon does not appear red but rather greyish-brown
with a minor red component. On long-exposured images this is different.
Here, the red color dominates. In the course of the eclipse a brighter
region at the left rim is slowly moving upwards.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">4:52 am CEST: The moon seems to
get brighter at the upper left, so the end of totality is close.</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">5:24 am CEST: It still took a while,
but totality is over definitely now. After 4 hours in the fields at cold
and windy environment my feet are chilled through and I can hardly write
any more. </span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">5:43 am CEST: The moon is quite
bright again and gets reflected by the Lake of Constance. Such a nice sight!</span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">5:55 am CEST: The moon is halfway
back. The milky way, howeverm can only be seen dimly.</span>
<br />
<span style="font-family: Times New Roman; font-size: small;">My notes stop here. After the eclipse
I pack my stuff around 6:30 am and am heading back home. Together with
my wife I savor a nice breakfast and go to work – exhausted on the one
hand but loaded with plenty of wonderful and imposing impressions. </span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">- - - - - - - - - - - - - - - -
- - - - - - - - - - - - - - - </span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Am frühen Morgen des 28.9.2015 fand
eine totale Mondfinsternis statt, welche ich bei guten Bedingungen beobachten
konnte. Mittlerweile war dies meine 6. oder 7. Mondfinsternis. Während
ich für die Beobachtung einer solchen schon hundert und mehr Kilometer
Fahrt auf mich genommen habe, um einen klaren Himmel vorzufinden, so hätte
ich diese auch gut von zu Hause aus beobachten können. Danach sah es aber
zunächst gar nicht aus. Der Wetterbericht hat uns schon den ganzen Tag
versucht weis zu machen, dass man die Mondfinsternis praktisch in ganz
Österreich verfolgen können wird (ich wohne direkt an der Grenze zu Vorarlberg).
Diese Behauptung schien infam, war es doch fast den ganzen Tag über bedeckt.
Selbst nach Sonnenuntergang schien sich die Lage nicht zu verbessern. Anhand
der Satellitenbilder schien hätte ich mich eine Fahrt von ca. 50km auf
mich nehmen müssen, um in einer Wolkenlücke beobachten zu können. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Doch es kam anders. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Gegen 22 Uhr teilte mir Nicole,
meine Frau, mit, dass der Himmel frei sei. Dies konnte ich kaum glauben,
denn nur eine halbe Stunde zuvor war es nach wie vor bedeckt. Zunächst
dachte ich, sie wolle mich veralbern, aber sie hatte es ernst gemeint –
und der österreichische Wetterdienst offensichtlich auch. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">So konnte ich in den verbleibenden
Stunden gemütlich meine Utensilien packen. Zwar hätte ich, wie schon erwähnt,
die Finsternis von zu Hause aus beobachten können (wahrscheinlich aber
nicht deren Ende, da ein Haus im Weg steht), ich wollte aber den Bodensee
im Vordergrund haben. Vielleicht ergäben sich ja nette Bilder? </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Gesagt, getan. Gegen 1 Uhr nachts
machte ich mich auf den Weg nach Eichenberg in Österreich. Es gibt dort
nicht sehr viele Plätze, an welchen man den Bodensee so im Vordergrund
hat, dass das Motiv ästhetisch wirkt und der Mond noch über dem See steht.
</span>
<br />
<span style="font-family: Times New Roman; font-size: small;">So habe ich mich am Rande der Hauptstraße
im Feld platziert, natürlich noch so, dass man bequem auch mit einem LKW
an mir vorbei kam. Tatsächlich fahren nachts um diese Zeit wirklich noch
Menschen umher… </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Es folgen nun meine Notizen, welche
ich mir stichpunktartig in der Nacht gemacht habe. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:00 MESZ: Nach kurzer Fahrt nach
Eichenberg habe ich gegen 2:00 Teleskop plus Kamera sowie eine zweite Kamera
für Übersichtsfotos aufgestellt. Es ist ziemlich windig und recht kalt
(ca. 4°C). Ich habe die Handschuhe vergessen… Eigentlich wollte ich eine
Zeichnung des Vollmondes mit dem 16x70 Fernglas anfertigen, das verschiebe
ich aber mal, um mich auf die Mondfinsternis konzentrieren zu können. Ich
habe Angst, dass die Kamera umstürzt, obwohl ich sie mir einem Gewicht
beschwert habe. Nun stehe ich am Straßenrand und muß einen Zenitspiegel
für die teleskopischen Aufnahmen einsetzen, da das Teleskop wegen des Windes
sehr niedrig positioniert ist. Zudem ist die angrenzende Wiese mit einem
Elektrozaun gesichert, wie ich schnell am eigenen Leibe erfahre. Ich bin
gespannt, wie viele Elektroschocks ich heute Nacht bekommen werde. Unterhalb
meines Standpunktes befindet sich der Bodensee, den ich hoffe, gekonnt
in Szene setzen zu können. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:10 MESZ: Es geht los – zumindest
offiziell. Von der Halbschattenfinsternis ist noch nichts zu sehen, ich
vermute, dass man in einer ¾-Stunde auch visuell merken wird, dass etwas
mit dem Mond „nicht stimmt“. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:35 MESZ: Ich habe mir kurz eingebildet,
dass man oben links eine leichte Verdunkelung sieht, das Bild auf der Kamera
sagt aber etwas anderes. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">2:54 MESZ: Nun sieht man auch auf
dem Bild eindeutig eine Verfinsterung. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:09 MESZ: Es ist nun eine deutliche
„Delle“ oben links zu sehen. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:20 MESZ: Der mitgebrachte Drehstuhl
bricht unter meiner Last zusammen. Geistesgegenwärtig lasse ich mich zu
Boden fallen ohne den Zaun als Halt in meiner Not zweckzuentfremden. So
falle ich auf die linke Hand, besonders der Ringfinger schmerzt, und die
Kälte tut ihr übriges… Das scheint den Mond aber nicht wirklich zu jucken,
er hat nun andere Probleme: Er ist nun ca. zu einem Viertel bedeckt. Auch
wenn die Knipserei schöne Fotos erzeugt: Den Anblick im Fernglas kann sie
nicht ersetzen. Der Dynamikumfang des Auges ist einfach unschlagbar. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:30 MESZ: Der Anblick im Fernglas
ist magisch. Man sieht nicht nur die hell erleuchtete Seite des Mondes,
sondern auch die verfinsterte. Einfach fabelhaft. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:35 MESZ: Im Orion sind durch die
fortgeschrittene Verfinsterung – die Totalität ist noch nicht eingetreten
– schon viele Sterne sichtbar, die bei „normalem“ Vollmond niemals sichtbar
wären. Im Zenit zeigt sich von Cassiopeia bis zum Cygnus die Milchstraße.
</span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:40 MESZ: Im Fernglas stellt sich
eine bräunliche Färbung mit leichtem Rotanteil. Um die rote Farbe sichtbar
zu machen, muß man durch das Fernrohr schon lange belichten. Beim vorhandenen
Wind ist das ein praktisch aussichtsloses Unterfangen. Es ist nun so dunkel,
dass ich die Rotlichttaschenlampe angemacht habe, um sehen zu können, was
ich schreibe. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">3:55 MESZ: Es ist noch eine kleine
Sichel übrig, trotzdem sind immens viele Sterne sichtbar – fast so, als
handele es sich um eine mondlose Nacht. Nun fällt aber auch etwas anderes
auf: Die Lichtglocke des Rheintales. Diese ist sehr hell. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">4:14 MESZ: Sirius kommt gerade über
den Berg. Damit ist das Wintersechseck vollständig. Und auch die Milchstraße
zeigt sich fast von Horizont zu Horizont. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Die Grenzgröße dürfte jenseits von
6m5 liegen – ein typischer Wert für diese Region. Ich fange an, meinen
Dobson zu vermissen. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Die Totalität ist beeindruckend.
Von den Mondfinsternissen, welche ich in meinem Leben bisher beobachten
durfte, dürfte diese hier die dunkelste sein. Der Mond zeigt visuell keine
wirkliche Rotfärbung, sondern eher eine gräulich-braune mit ganz wenig
Rotanteil. Auf den lange belichteten Bildern ist dies jedoch anders. Hier
überwiegt klar die rote Farbe. Im Verlaufe der Totalität verläuft am linken
Mondrand langsam eine hellere Stelle von unten nach oben. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">4:52 MESZ: Es scheint oben links
wieder etwas heller zu werden, die Totalität ist wohl bald vorbei. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">5:24 MESZ: Es hat sich doch noch
eine ganze Weile hingezogen, aber nun ist die Totalität endgültig vorbei.
Nach 4 Stunden im Feld bei Kälte und Wind sind meine Füße nun ziemlich
durchgefroren und auch schreiben kann ich kaum noch. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">5:43 MESZ: Der Mond ist schon wieder
recht hell und reflektiert sich im Bodensee. Welch wundervoller Anblick.
</span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">5:55 MESZ: Der Mond ist nun fast
zur Hälfte wieder da. Die Milchstraße hingegen ist nur noch schemenhaft
zu erkennen. </span>
<br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">Hier enden meine schriftlichen Notizen.
Nach Ende der Finsternis packe ich gegen 6:30 meine Sachen und mache mich
auf den Heimweg. Zusammen mit meiner Frau genieße ich das anschließende
Frühstück und fahre zur Arbeit - einerseits erschöpft, andererseits
aber auch mit wundervollen, imposanten Eindrücken.</span>
<br />
<span style="font-family: Times New Roman; font-size: small;">- - - - - - - - - - - - - - - -
- - - - - - - - - - - - - - - </span><br />
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<span style="font-family: Times New Roman; font-size: small;"> </span>
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<span style="font-family: Times New Roman; font-size: small;">Pictures from top to bottom:</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
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<span style="font-family: Times New Roman; font-size: small;">(1) - (10) Different stages of the lunar eclipse, 1000mm focal length</span>
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<span style="font-family: Times New Roman; font-size: small;">(11) Moon and stars, 85mm focal length</span>
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<span style="font-family: Times New Roman; font-size: small;">(12) Overview image with the Lake of Constance in the foreground.</span>
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<span style="font-family: Times New Roman; font-size: small;">Bilder von oben nach unten:</span><br />
<span style="font-family: Times New Roman; font-size: small;"> </span>
<br />
<span style="font-family: Times New Roman; font-size: small;">(1) - (10) Verschiedene Stadien der Mondfinsternis, 1000mm Brennweite</span>
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<span style="font-family: Times New Roman; font-size: small;">(11) Mond und Sterne, 85mm Brennweite</span>
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<span style="font-family: Times New Roman; font-size: small;">(12) Überblicksaufnahme mit dem Bodensee im Vordergrund</span>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0tag:blogger.com,1999:blog-8907354792614976464.post-65163859286908400582015-09-13T13:20:00.000+02:002015-09-13T13:20:15.241+02:00Lucky under the circumstances / Glück im Unglück<!--[if gte mso 9]><xml>
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<![endif]--><span lang="EN-GB" style="mso-ansi-language: EN-GB;">95% of all
times I observe from the backyard. The advantages are clear: Not having to pack
and unpack the whole equipment into and out of the car, no necessity to drive,
it is almost impossible to forget anything (and if so, it’s only a couple feet
away), internet can be used – and I also appreciate the quick availability of a
restroom the older I get.</span>
<br />
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">However, I
can only observe quite a limited fraction of the sky, spanning from the east to
the south. The northern and western skies cannot be seen since houses and trees
are blocking the view.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Last
evening I wanted to pay the slowly but surely vaning Sagittarius a visit in
order to observe some globular clusters. After a very short drive (the
observing spot with an unblocked view to the southern-west is some 200 yards
birds view from home) I set up the telescope and started observing. The sky was
not really well and it was quite windy. After my first globular the wind
freshened and it became uncomfortable. Nevertheless, I tried to capture a third
globular on paper. I had to interrupt observation pretty often in order to hold
the scope so it would not shift. In a supposed moment of still air I went to
the music stand on which I finished the sketch of the last object. Suddenly, a
strong wind gust came. The telescope, originally pointing close to horizon,
erected as fast as a lightning up to zenith and eventually flipped over. My
heart was in my mouth and I feared the worst. Solely the well-known sound of
cracking glass was missing. When the telescope lay in the fields (in the other
direction, there was way harder asphalt), I ran to it and had a look at the
primary mirror. In this moment, some 15 drawing templates from the music stand
vanished – who cares, the primary is more important.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">When I built
the Dobsonian back in 2002, I integrated two pins for the primary that do not
touch it but prevent it from flipping. Up to now I had never really needed them
and once they even introduced severe astigmatism when I pushed the primary
against the pins while collimating. Well, they did a pretty good job now. The
primary came off its cell but did not flip over but still hang in the sling and
was touching the pins. Without those the mirror would have fallen upside down
right onto the aluminium bars of the truss tube. I was quite lucky under the
circumstances! That is all I can say.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">After
setting the scope upright again and securing it, I started catching the drawing
templates. They were distributed among a small creek some 30 yards away. Back
at the scope I had a look at the nice mess. The focuser, the primary and the
secondary seemed undamaged, the rocker box and the secondary cage (after all,
it fell down 85 inches) were not really hurt. Solely the fixture of the finder
scope was completely dented. Here one could see the immense forces at work
(altogether the scope weighs some 120 pounds!).</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">So I packed
my stuff and went back home. There I inspected everything again and repaired
the finder scope holder. Two new drill holes into the secondary cage (the old
ones were torn out) – and the finder was back where it belongs.</span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Afterwards
I observed for three more hours – protected from the wind by houses and trees…</span></div>
<div class="MsoNormal">
<br /></div>
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ich beobachte zu ca. 95% von zu Hause aus. Die Vorteile
liegen auf der Hand: Kein Ein- und Auspacken des gesamten Equipments in das und
aus dem Fahrzeug, keine Notwendigkeit zu fahren, man kann praktisch nichts
vergessen mitzunehmen (und wenn, dann sind es nur ein paar Schritte), Internet
kann benutzt werden – und auch die schnelle Verfügbarkeit einer Toilette weiß
ich mit zunehmendem Alter immer mehr zu schätzen.</div>
<div class="MsoNormal">
Allerdings kann ich von zu Hause aus nur einen sehr
begrenzten Himmelsausschnitt beobachten. Dieser erstreckt sich von Osten bis
Süden. Nord- und Westhimmel sind nicht zu sehen, da dort Häuser und Bäume im
Weg stehen.</div>
<div class="MsoNormal">
Gestern Abend wollte ich aber dem langsam verschwindenden
Schützen noch einen Besuch abstatten um ein paar Kugelsternhaufen zu beobachten.
Nach sehr kurzer Fahrt (der Beobachtungsplatz mit freier Sicht auf den
Südwesthimmel liegt ca. 200m Luftlinie von zu Hause entfernt) baute ich das
Teleskop auf und fing die Beobachtung an. Der Himmel war nicht besonders gut
und es war ein wenig windig. Nach dem ersten Kugelsternhaufen frischte der Wind
auf und es wurde immer ungemütlicher. Trotzdem versuchte ich noch, einen
dritten Kugelsternhaufen auf Papier zu bannen. Sehr oft musste ich aber die
Beobachtung unterbrechen und das Teleskop festhalten, damit es sich durch den
Wind nicht verstellt. </div>
<div class="MsoNormal">
Als ich in einem vermeintlichen Moment der Windstille das
Teleskop verließ um zum Notenständer zu gehen, auf welchem ich meine Zeichnung
des letzten Objektes fertig machte, kam eine starke Windböe. Das Teleskop
richtete sich von fast Horizontstellung zunächst blitzschnell auf, um
anschließend im Zenit angekommen komplett nach hinten zu kippen. Mir sackte das
Herz in die Hose und ich befürchtete das Schlimmste. Einzig das gutbekannte
Geräusch von berstendem Glas blieb aus. Nachdem das Teleskop auf der Wiese lag
(in der anderen Richtung wäre deutlich härterer Asphalt gewesen), schnellte ich
zu diesem hin und schaute mir den Hauptspiegel an. In diesem Moment
verflüchtigten sich ca. 15 Zeichenblätter vom Notenständer in Richtung Acker –
egal, der Spiegel ist wichtiger.</div>
<div class="MsoNormal">
Als ich das Teleskop 2002 gebaut hatte, integrierte ich zwei
„Rückhalter“ für den Hauptspiegel. Bisher habe ich sie noch nie benötigt und
einmal haben sie mir sogar einen starken Astigmatismus erzeugt, da ich den
Hauptspiegel beim Kollimieren gegen diese Rückhalter gedrückt habe. Tja, nun
haben sie einen ziemlich guten Job getan. Der Spiegel ist aus der Zelle
gesprungen, aber ist nicht übergekippt, sondern hing noch ein wenig in der
Schlinge und lag am Rückhalter an. Ohne diesen wäre er nun kopfüber auf die
Aluminiumstangen des Tubus gefallen. Glück im Unglück! Mehr kann ich dazu nicht
sagen.</div>
<div class="MsoNormal">
Nachdem ich das Teleskop wieder aufgerichtet und gesichert
hatte, machte ich mich auf die Suche nach den Zeichenblättern. Diese lagen
schön verteilt in einem kleinen Bach, ca. 30m vom Teleskop entfernt. Wieder
zurück am Teleskop schaute ich mir die Bescherung genauer an. Okularauszug,
Haupt- und Fangspiegel schienen unversehrt, auch die Rockerbox und der Hut
(immerhin aus einer Höhe von 2,2m zu Boden gestürzt) haben nicht wirklich viel
abbekommen. Einzig die Halterung des Sucherfernrohres war deutlich eingedrückt.
Hier sieht man, welche Kräfte am Werk waren (dass Teleskop wiegt zusammen
immerhin an die 60 kg!).</div>
<div class="MsoNormal">
Ich packte also wieder ein und fuhr nach Hause. Dort konnte
ich noch mal alles inspizieren und den Halter für den Sucher reparieren. Zwei
neue Löcher im Hut (die alten waren ausgerissen) – und der Sucher hing wieder
da, wo er hingehört.</div>
<div class="MsoNormal">
Anschließend habe ich von zu Hause aus noch 3 Stunden
beobachten können – windgeschützt durch Häuser und Bäume…</div>
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Dented finder scope holder
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Verbogener Sucherfernrohrhalter.</div>
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Astroweishttp://www.blogger.com/profile/16577711561253333244noreply@blogger.com0