{"id":491,"date":"2015-08-19T21:18:55","date_gmt":"2015-08-19T19:18:55","guid":{"rendered":"http:\/\/www.austrianaviationart.org\/cms\/?p=491"},"modified":"2017-12-31T14:13:48","modified_gmt":"2017-12-31T13:13:48","slug":"adaption_olympuskameras","status":"publish","type":"post","link":"https:\/\/www.austrianaviationart.org\/cms\/adaption_olympuskameras\/","title":{"rendered":"Astrofotografie mit Olympus Digitalkameras"},"content":{"rendered":"<p>Mittlerweile gibt es nat\u00fcrlich immer mehr, die Olmypus auch f\u00fcr Astrofotos verwenden. Nach jetzt 2 Jahren habe ich den einfachen und praktikabelsten Weg zur Adaption gefunden:<\/p>\n<p>Einfach einen 2&#8243; (= 2 Zoll Standard f\u00fcr ernsthafte Fotografie!) auf mFT Adapter nehmen. Wer ein Komakorrektor oder Flattener mit \u00fcblichen 48mm Anschluss hat, nimmt einen M48-&gt;2&#8243; Adapter.<br \/>\nF\u00fcr die APM 2,7x Barlow braucht man ein 50mm 2&#8243; Verl\u00e4ngerungsrohr um in den Fokus zu kommen. Und dann halt wieder auf den mFT 2&#8243; Adapter an die Kamera. Aber behaltet im Hinterkopf &#8211; Telekonverter (= Barlow in der Astrofotografie) kosten naturgem\u00e4\u00df viel Licht: 1,4x 1 Blende, 2x 2 Blenden&#8230;.<\/p>\n<p>Zu Beginn musste ich mal herausfinden, was man wie kombinieren kann &#8211; <strong>siehe Text weiter unten<\/strong>. Au\u00dfer als Spielerei am Planeten w\u00fcrde ich Okularprojektion vergessen&#8230;. Und anstatt dem MMF3 Adapter auf 2&#8243; halt den mFT\/2&#8243; Adapter verwenden. Der Funktioniert auch mit (zumindest meinem) MC14. Wer den EC14 Adapter hat, braucht dann nat\u00fcrlich einen MMF auf mFT Adapter.<br \/>\nAls Tipp: bei 800mm Brennweite + 1,4x Telekonverter ist der Mond und Sonne nahezu Formatf\u00fcllend. Daher: Kauft <strong>keine zu lange Brennweite!<\/strong> Lichtst\u00e4rke f\u00fcr kurze Belichtungszeit z\u00e4hlt mehr als etwas l\u00e4nger und bezahl-\/h\u00e4ndelbarer mehr Brennweite bei geringerer Lichtst\u00e4rke!<\/p>\n<p>&#8212;&#8211;\u00a0 August 2015 &#8212;&#8212;-<br \/>\nAll zu viele Olympus User d\u00fcrfte es bei der Astrofotografie nicht geben. Als passionierter Olympus Fotofreund bleibe ich nat\u00fcrlich auch bei der Astrofotografie treu, da ich mit den OM-D Kameras \u00fcber hervorragende und leichte Geh\u00e4use verf\u00fcge.<\/p>\n<p>Hier stelle ich mal die Adaption der Olympus FT Kameras vor:<\/p>\n <div id=\"wppa-container-wrapper-1\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-1\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-479-1\" title=\"Adaption Astrofotografie\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/479.jpg?ver=32\" alt=\"Adaption Astrofotografie\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-1\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; height:120px; position:fixed; top:50%; margin-top:-60px; left:50%; margin-left:-60px; opacity:1; display:none; fill:#666666; background-color:#dddddd; border-radius:12px;\"><rect x=\"0\" y=\"0\" width=\"100\" height=\"100\" fill=\"none\" class=\"bk\"><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(0 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(22.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.09375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(45 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.1875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(67.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.28125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(90 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(112.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.46875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(135 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.5625s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(157.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.65625s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(180 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.75s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(202.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.84375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(225 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.9375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(247.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.03125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(270 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(292.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.21875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(315 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.3125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(337.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.40625s\" repeatCount=\"indefinite\" ><\/rect><\/svg><\/div><\/div>\n<!-- End [wppa type=\"photo\" photo=\"479\" size=\"974\"] \/cms\/wp-json\/wp\/v2\/posts\/491 oc 1 21 queries in 6.8 ms. at 10:08. Max mem: 48.50 Mb. -->\n<p>Nach einigem herumprobieren habe ich jetzt zwei Hauptadaptionen gefunden, die mir qualitativ am besten zusagen:<\/p>\n<h4>Adaption am Teleskop<\/h4>\n<p>F\u00fcr verzerrungsfreie Bilder ist bei solch lichtstarken Newton Teleskopen ein Flattener (Komakorrektor) erforderlich. Ansonsten w\u00fcrden am Bildrand die Sterne Tropfenf\u00f6rmig verzerrt. In meinem Fall hat der Ausgang des\u00a0 Komakorrektors ein M48 Gewinde. <a href=\"http:\/\/www.teleskop-austria.at&quot; target=&quot;_blank&quot;&gt;Teleskop-Austria\" target=\"_blank\" rel=\"noopener noreferrer\">Teleskop-Austria.at<\/a> hat mir den FT-Adapter auf dieses M48 Gewinde angepasst. Daran kann ich direkt die Kamera an den FT\/mFT anschlie\u00dfen.<br \/>\nDa die Sterne in den Ecken nicht rund waren, wurde noch ein 2mm Abstandsring zwischen Komakorrektor und Adapter probiert. Jetzt sind sie bis in die Ecken fast rund. Fast perfekt d\u00fcrfte der Abstand aber sein, wenn man einfach einen M48 auf 2&#8243; Adapter nimmt. Dann die Kamera einfach mit einen handels\u00fcblichen FT\/2&#8243; Adapter anschrauben.<\/p>\n<p>Wie ich noch einen <a href=\"https:\/\/www.austrianaviationart.org\/cms\/filter\/\" target=\"_blank\" rel=\"noopener noreferrer\">Filter<\/a> dazwischen bekomme hat sich mittlerweile auch gekl\u00e4rt: Im Flattener (Comakorrektor) bez. bei den gute Adaptern kann man die Filter einfach einschrauben \ud83d\ude42<\/p>\n <div id=\"wppa-container-wrapper-2\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-2\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-484-2\" title=\"Adaption an KomaKorrektor\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/484.jpg?ver=32\" alt=\"Adaption an KomaKorrektor\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-2\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; 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Max mem: 48.50 Mb. -->\n<p>Da ich noch einen EC-14 (Olympus FT 1,4x Telekonverter) habe, nehme ich den gerne bei Sonnen oder Mondfotografie. Damit ist bei einem Teleskop mit 800mm Brennweite der Mond oder Sonne (0,5 Grad Winkelausdehnung) fast formatf\u00fcllend:<\/p>\n <div id=\"wppa-container-wrapper-3\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-3\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-608-3\" title=\"160507 E-M5 mit EC14\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/608.jpg?ver=32\" alt=\"160507 E-M5 mit EC14\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-3\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; height:120px; position:fixed; top:50%; margin-top:-60px; left:50%; margin-left:-60px; opacity:1; display:none; fill:#666666; background-color:#dddddd; border-radius:12px;\"><rect x=\"0\" y=\"0\" width=\"100\" height=\"100\" fill=\"none\" class=\"bk\"><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(0 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(22.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.09375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(45 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.1875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(67.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.28125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(90 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(112.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.46875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(135 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.5625s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(157.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.65625s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(180 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.75s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(202.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.84375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(225 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.9375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(247.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.03125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(270 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(292.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.21875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(315 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.3125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(337.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.40625s\" repeatCount=\"indefinite\" ><\/rect><\/svg><\/div><\/div>\n<!-- End [wppa type=\"photo\" photo=\"608\" size=\"974\"] \/cms\/wp-json\/wp\/v2\/posts\/491 oc 3 17 queries in 4.7 ms. at 10:08. Max mem: 48.50 Mb. -->\n<p>Also: Teleskop &#8211; Comakorrektor &#8211; M48\/2&#8243; Adapterring &#8211; 2&#8243; Adapter &#8211; EC-14 &#8211; FT\/mFT Adapter und mFT Kamera.<\/p>\n<h4>Adaption mit Baader Barlow 2,25 am Teleskop<\/h4>\n<p>Die Baader Barlow f\u00fcr Hyperion Zoom Okular, mit 2,25 stellt das dar, was ein Telekonverter bei Fotooptiken ist: Er vergr\u00f6\u00dfert das Bild. Der Komakorrektor ist dann nicht mehr notwendig. Daher braucht man einen T2\/FT Adapter und eine Adapter der dann das ganze mit dem Teleskoptubus verbindet. 1,15&#8243; Filter kann man dann direkt an der Barlow Linse einschrauben.<\/p>\n <div id=\"wppa-container-wrapper-4\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-4\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-483-4\" title=\"Adaption mit Barlow\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/483.jpg?ver=32\" alt=\"Adaption mit Barlow\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-4\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; 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Max mem: 48.50 Mb. -->\n <div id=\"wppa-container-wrapper-5\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-5\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-482-5\" title=\"barlow_om-d\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/482.jpg?ver=32\" alt=\"barlow_om-d\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-5\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; height:120px; position:fixed; top:50%; margin-top:-60px; left:50%; margin-left:-60px; opacity:1; display:none; fill:#666666; background-color:#dddddd; border-radius:12px;\"><rect x=\"0\" y=\"0\" width=\"100\" height=\"100\" fill=\"none\" class=\"bk\"><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(0 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(22.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.09375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(45 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.1875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(67.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.28125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(90 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(112.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.46875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(135 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.5625s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(157.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.65625s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(180 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.75s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(202.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.84375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(225 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"0.9375s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(247.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.03125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(270 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(292.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.21875s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(315 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.3125s\" repeatCount=\"indefinite\" ><\/rect><rect class=\"wppa-ajaxspin\" x=\"47\" y=\"40\" width=\"6\" height=\"20\" rx=\"3\" ry=\"3\" transform=\"rotate(337.5 50 50) translate(0 -32)\"><animate attributeName=\"opacity\" from=\"1\" to=\"0\" dur=\"1.5s\" begin=\"1.40625s\" repeatCount=\"indefinite\" ><\/rect><\/svg><\/div><\/div>\n<!-- End [wppa type=\"photo\" photo=\"482\" size=\"974\"] \/cms\/wp-json\/wp\/v2\/posts\/491 oc 5 17 queries in 5.8 ms. at 10:08. Max mem: 48.50 Mb. -->\n<h4>Adaption mit APM Barlow 2,67x am Teleskop<\/h4>\n<p>Sie ist relativ einfach: Der enthaltene APM Adapter (f\u00fcr das Einstecken eines normalen 31,4mm Objektives) hat ein 2&#8243; Gewinde. Das ganze einfach mit dem 2&#8243; Adapter auf FT oder mFT Adapter. Zur st\u00e4rkeren Vergr\u00f6\u00dferung kann man noch ein 2&#8243; Extender Rohr dazwischen geben.<\/p>\n<p>Nat\u00fcrlich kosteten solche Vergr\u00f6\u00dferungsma\u00dfst\u00e4be jede Menge an Licht und man st\u00f6\u00dft schnell an die Grenzen des Sinnvollen bei Digitalkameras. Das Vierfach Sternsystem wie \u03b5-Lyrae kann man aber sch\u00f6n trennen. Die zwei Komponenten der beiden Doppelsterne sind nur 2,3 bzw. 2,7 Winkelsekunden entfernt.<\/p>\n<p>Bei hohen Vergr\u00f6\u00dferungen kann man nat\u00fcrlich auf den Comakorrektor verzichten. Wenn man aber einfach von norma (mit Comakorrektor uaf ohne Komakorrektor) umr\u00fcsten will, sollte man den Newton neu justieren. Wenn es also schnell gehen soll, dann kommt der M48 1,25&#8243; Adapter an den Komakorrektor. Da steckt dann die APM Barlow drinnen. Die APM Barlow ist wir \u00fcblich mit 2&#8243; Abstandsrohr und einem 2&#8243; \/ FT oder mFT Adapter an der Kamera:<\/p>\n <div id=\"wppa-container-wrapper-6\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-6\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-609-6\" title=\"160509 EM5 + APM Barlow am Comakorrektor\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/609.jpg?ver=32\" alt=\"160509 EM5 + APM Barlow am Comakorrektor\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-6\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; 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Max mem: 48.50 Mb. -->\n<h6>Okularprojektion durch Hyperion Zoom Okular<\/h6>\n<p>Man kann mittels optionalen Adapters vom Hyperion Zoom Okular auf T2 die Kamera direkt ans Okular anschlie\u00dfen. Leider ist dann die Bildqualit\u00e4t nicht mehr wirklich hoch: Z.b. beim hellen Rand des Mondes deutliche Halos. Bei der Fotografie der Sonne sieht man jede Menge Staub. Auf die schnelle bin ich nicht dahinter gekommen auf welchem der vielen Linsenfl\u00e4chen dieser Staub liegt, aber alles durch putzen\u00a0 hilft.<\/p>\n <div id=\"wppa-container-wrapper-7\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-7\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-480-7\" title=\"Okularprojektion\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/480.jpg?ver=32\" alt=\"Okularprojektion\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-7\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; 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Max mem: 48.50 Mb. -->\n<p>Aus der Fotografie wei\u00df ich aber, dass jeder zus\u00e4tzliche Linse Qualit\u00e4tsverluste verursacht. Bei den Vergr\u00f6\u00dferungen die das 8-14mm\u00a0 Zoom anbietet kommt man nicht wirklich auf h\u00f6here Vergr\u00f6\u00dferungen als eine Adaption Barlow+Kamera bietet. Zumindest im Sommer ist das Seeing so schlecht, dass es wohl keine zus\u00e4tzlichen Vorteile bietet. Ob ein Einsatz der klassischen Okularprojektion (Teleskop\u00a0 + Barlow + Okular + Kamera) bei guten Bedingungen sinnvoll ist, wird sich noch herausstellen. Ebenso inwieweit die afokale Projektionsphotographie (Teleskop + Okular + Kameraobjektiv + Kamera) etwas bringt, ebenso.<\/p>\n <div id=\"wppa-container-wrapper-8\" class=\"alignnone wppa-container-wrapper \" style=\"width:974px;padding:0;position:relative;\"><div id=\"wppa-container-8\" style=\"width:100%;\" class=\"wppa-container wp-caption\"><div style=\"font-size:0;line-height:0\"><img decoding=\"async\" id=\"ph-481-8\" title=\"Barlow + Okularprojektion\" style=\"width:100%;margin:0;padding:4px;border:1px solid #777777;box-sizing:border-box;background-color:#cccccc;border-radius:5px;\" src=\"https:\/\/www.austrianaviationart.org\/cms\/wp-content\/uploads\/wppa\/481.jpg?ver=32\" alt=\"Barlow + Okularprojektion\" class=\"size-medium wppa-sphoto\"><\/div><div class=\"wp-caption-text\"><\/div><svg id=\"wppa-ajax-spin-8\" class=\"wppa-ajax-spin uil-default\" width=\"120px\" height=\"120px\" viewBox=\"0 0 100 100\" preserveAspectRatio=\"xMidYMid\" stroke=\"\" style=\"width:120px; height:120px; 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Max mem: 48.50 Mb. -->\n<p>Okularprojektion bringt mM nach zu starken Qualit\u00e4tsverlust. Mit einer guten Barlow geht es besser.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Mittlerweile gibt es nat\u00fcrlich immer mehr, die Olmypus auch f\u00fcr Astrofotos verwenden. Nach jetzt 2 Jahren habe ich den einfachen und praktikabelsten Weg zur Adaption gefunden: Einfach einen 2&#8243; (= 2 Zoll Standard f\u00fcr ernsthafte Fotografie!) auf mFT Adapter nehmen. Wer ein Komakorrektor oder Flattener mit \u00fcblichen 48mm Anschluss hat, nimmt einen M48-&gt;2&#8243; Adapter. F\u00fcr &hellip; <a href=\"https:\/\/www.austrianaviationart.org\/cms\/adaption_olympuskameras\/\" class=\"more-link\"><span class=\"screen-reader-text\">Astrofotografie mit Olympus Digitalkameras<\/span> weiterlesen<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[59],"tags":[25,26,31,68,102,70],"class_list":["post-491","post","type-post","status-publish","format-standard","hentry","category-telescope","tag-astrofotografie","tag-astrophotography","tag-howto","tag-newton","tag-olympus","tag-spiegelteleskop"],"_links":{"self":[{"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/posts\/491","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/comments?post=491"}],"version-history":[{"count":16,"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/posts\/491\/revisions"}],"predecessor-version":[{"id":1966,"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/posts\/491\/revisions\/1966"}],"wp:attachment":[{"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/media?parent=491"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/categories?post=491"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.austrianaviationart.org\/cms\/wp-json\/wp\/v2\/tags?post=491"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}