The same reason larger telescopes resolve finer details than
smaller telescopes.
Missed this part. Telescopes, especially cheaper ones, are
designed to "go long". At the apertures used, diffraction limits
are very much in play. As I wrote in the previous reply, this is
not typically the case with camera lenses at max aperture.
--
Seen in a fortune cookie:
Fear is the darkroom where negatives are developed
In another thread I am arguing with people who TELL me that thier little digicam with it's 450mm EQUIVALENT, and 10x cropping factor can match the resolving power of a 450mm telephoto lens.
Now, I'm not referring to the quibling argument that the sensor is inferior, etc, etc,
NB. A sensor, no matter HOW large, or How many MP's cannot resolve detail that the light striking it does not possess. The larger lens, in the scientific meaning of the word "magnification," resolves more detail. The MUCH smaller lens, due to the crtopping factor gives us "empty magnification." The illusion of magnirifaction because we are presented with the larger BUT cropped image.
They are arguing, that the resolving power of the system allows the 45mm lens to match the real telephoto - in other words, the cropping factor is REALLY a focal lenght multiplier The FLM - which is is not - That is BOTH a marketing term, and/or a term to give you the angle of view.
Here is the scientific definition of "empty magnification."
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Magnification and Resolution
A microscopy demonstration by Donald Cronkite and Jewel Reuter
NSTA demos at the Swift Instruments booth. March 23 and 24, 2001
Magnification is how much an image is enlarged under a microscope. Resolution is the amount of detail you can see. If you can magnify an image without increasing its resolution, that's empty magnification. We usually think in terms of the magnification of a microscope, but resolution is even more important. A greatly enlarged blur is still a blur.
Resolution is usually expressed in terms of the minimum distance observable between two objects. The smaller the distance that can be seen between two objects, the better the magnification. The resolvable distance for an objective lens is 0.61 l/N.A., where l is the wavelength of the light and N.A. is a property of the lens called the "numerical aperture."
http://www.classtech2000.com/nsta01/magres/magres.htm
Dave