Let me put up front that I am not an optician or engineer. So please excuse me if I am not always using the corrects terms or even fully correct explanations. I had to work this out myself as I became curios on the following subject:
Usually the exit pupil is determined by dividing the objective diameter by the magnification. So I said to myself, I should have the same exit pupil on e.g. a 2.5-10x50 Zeiss HT and a 1.8-14x50 Zeiss V8 if I set the magnification to the same value, say 6x. Then I started looking at the technical data of the V8 and it gives us an exit pupil of 10.3 - 3.7mm. That's strange, doing the math (Obj. dia./magn.) it should be 27.8 - 3.8mm. The deviation on the high end of the magnification is due to the fact that it isn't actually 14x but only 13.5x (so the technical data sheet says). So this fits.
On the low magnification end however the math doesn't go together with the technical data at all.
The same is true for the 2.5-10x50 HT but to a much lesser degree (mathematically 20-5mm vs. data sheet 15-5mm).
Now if I take all this data, do some interpolation, fill a table with it and put it into a graph it will look like this:
View attachment 175992
Looking at this I asked myself two questions:
1.) Why is the blue line almost straight? I would have expected the HT to have a more or less straight line, as the abberation limitation is much less.
Answer: The line is a function of the percental variation of the magnification, not of the magnification itself. So if you increase from 4x to 5x you increase by 25%, whereas from 8x to 9x you only increase by 12.5%.
2.) Why the f*ck do they do this?
Answer: Imagine the light rays coming through the rectifying system and from there on being distributed into the ocular. On a very large exit pupil some of the light would 'bump' onto the side of the ocular before reaching the eye (dashed lines). This would produce stray light (or at least some kind of problem). Therefore they 'cut it off' (dotted lines) and thereby limit the size of the exit pupil below the physically possible value.
View attachment 175993
What it all comes down to is that on the lower end of the magnification range the lower zoom scopes deliver more light than the highr zoom models do.
Phew, I hope I could somehow make myself clear


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