I'm trying to understand what I'd actually see with a telescope, given a certain magnification.
I know that, when using a camera and a camera lens, the moon will be projected onto your camera sensor at about 1mm in diameter for every ~110mm of lens focal length. I.e. with a full frame DSLR (sensor 24mm tall) you'd need a lens with a 24*110 = 2640mm focal length to completely fill the frame vertically.
As far as I understand the specs of (reflector) telescopes (e.g. the Sky-Watcher Skyliner 200P Dobsonian), you have a main mirror diameter - e.g. 203mm (8"), a focal length - e.g. 1200mm, and then you use eye pieces to obtain a desired magnification.
The maximum practical magnification usually seems to be rated as twice the mirror diameter (e.g. x406 for the scope described above), and the actual magnification is the focal length divided by the eyepiece. E.g. with a 1200mm focal length, and 25mm and 10mm supplied eyepieces, you can get 1200/10=120x, and 1200/25=48x magnification.
But... what do those numbers actually mean in terms of what you'd see through the eye piece? I.e. at what magnification would you effectively fill your view with the moon?
If attaching a camera to the telescope, how do you calculate the effective size in mm of the projected image on the sensor? I.e. what would I use to get a 24mm projection of the moon on a full frame DSLR sensor?
I assume greater magnification ratios are working like an extender/teleconvertor with a camera lens - that is, they're just filling your view with a smaller (and greater magnified) region of the main mirror?






