Diffraction is a significant effect for radio fading in and out at the limits of the range (what I implied but could have been clearer on).
I'm more than happy to offer the attached:
Here's a fairly straightforward discussion on diffraction:
https://www.cambridgeincolour.com/tutorials/diffraction-photography.htm
I appreciate and enjoy the mathematics and equations, but for those that do not or are getting lost the hyperfocus sweet spot and defraction limits are roughly
Format ___ Sweet Spot___Defraction Limit
35mm _____ f/8 ______ f/16
120 ________ f/11 _____ f/22
4"x5" ______ f/16 _____ f/32
5"x7" ______ f/22 _____ f/45
8"x10" _____ f/32 _____ f/90
As a practical solution this makes sense to me. The diffraction calculator linked to earlier in the thread suggests that I wouldn't be able to see the negative effects of diffraction with the 60mm Hassy lens, maxed out at f/22, printed and viewed normally, unless of course I print quite large. But the DoF difference between f/16 and f/22 isn't that great anyway so I'll consider that too. Thanks.
So Nodda Duma (just if I understand correct what you stated here) - you also would descibe the procedure of defraction [you used the term "fade out - fade in"] like it is shown in the following graph :
View attachment 221321
You agree ? But then a kind of 3mm roule can't be much precise! Would you also agree?
with regards
So Nodda Duma (just if I understand correct what you stated here) - you also would descibe the procedure of defraction [you used the term "fade out - fade in"] like it is shown in the following graph :
View attachment 221321
You agree ? But then a kind of 3mm roule can't be much precise! Would you also agree?
with regards
This is indeed a last hope for all those who have not earned their doctorate at M.I.T. - isn't it Nodda Duma ??? - thanks for stating!To be fair I haven’t cracked my own copy open in 20 years!
But then, to be fair, the math involved certainly hasn't changed in longer than that!To be fair I haven’t cracked my own copy open in 20 years!
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