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Posted this on Cloudy Nights, but no one seems to know the answer, so here goes:
I want to use my dslr for prime focus photography with my Nexstar 8SE using a 1.25" adapter and t-ring. I found this site: www.telescopeadapters.com I talked to a guy there and he said that their 1.25" and 2" adapters are both threaded for filters. Since I have 1.25" filters, I want to get the 1.25" adapter so I can use my filters. Now, my question is will I see any vignetting if I go with the 1.25" set up? The camera I will be using is an olympus e520, which has a smaller sensor than APS format cameras, so Im hoping I wont see any vignetting. Here are the specs on the ccd in mm: 22.500 (diagonal) 18.000 (width) 13.500 (height) |
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Hi Alex:
With a camera DSLR you have a matrix of bayer, your chip is one color shot, http://en.wikipedia.org/wiki/Bayer_filter , you are not going to need colors filters, seems to me that it is not recommendable. For this reason, it would prefer to use the adapter of 2" , and this it can even cause something of Vignetting, but always you will be able to eliminate it, calibrating, with a good series of Flats. Many greetings Cesar |
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Thanks for your help. I live in a heavily light polluted area and the filter I was going to use is a Skyglow Imaging Filter, which is just a broadband filter used to filter out skyglow and street light pollution. Im wondering how to calculate the amount of vignetting involved with a sensor of the dimensions I posted. I saw that the clear aperture of the filter is 26mm and the diagonal of my sensor is only 22.5mm, so it should fit without vignetting-- however I think the distance between the sensor and the filter is also of concern, and probably narrows the clear aperture of the light pathway. I just wish I knew the physics involved and could make the calculation myself to determine the amount of vignetting. Im hoping one of the kind folk on here can help
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