These sort of tests are pretty common with lens reviews on the web. Even a fair number of amateur reviewers I seen show enough detail to see the effect. For example this review of a Nikon Series E 100/2.8:
https://matthewdurrphotography.com/2012/07/01/lens-review-nikon-100mm-f2-8-series-e/
The first set of 100% crops at apertures 2.8-22. You can see that the sharpness falloff from 16 to 22 is noticeable in the testing circumstances. If they're noticeable in your photos if obviously a different question.
I haven't looked for similar tests on Hasselblad lenses, and they may not be out there. These sort of tests are popular in digital photography because its simple and cheap to setup.
If it looks good to you then that's all that matters.
But for the same Depth of Field you need to go to a larger F-stop number with a larger format and you'll end up with the same physical aperture. Therefore, for the same DoF, a larger format setup will give you the same amount of diffraction degradation as a 35mm setup.For that reason, lenses for larger formats exhibit less diffraction at, for example, f/22 than lenses for 35mm.
That is correct.But for the same Depth of Field you need to go to a larger F-stop number with a larger format and you'll end up with the same physical aperture. Therefore, for the same DoF, a larger format setup will give you the same amount of diffraction degradation as a 35mm setup.
If it looks good to you then that's all that matters.
Speaking with astronomers recently I think the size of the telescope (aperture) is limited to the diameter of Earth's orbit around the sun, plus movement of our solar system relative to the target.Interesting thing about diffraction--that image just release of the black hole in galaxy M-87? It's blurry because it is at the diffraction limit of a virtual radio telescope the size of the earth. We could get sharper pictures if we had a much larger set of telescopes.
https://www.wired.com/story/the-perplexing-physics-of-imaging-a-black-hole/
I'm more than happy to offer the attached:Hi all,
Maybe there is already a thread that shows this, and if so I'll be grateful for a link that I have failed to find so far. I'm wondering if someone has done a test to illustrate where a lens is diffraction limited and what the performance hit actually looks like. For instance two identical images, one at f8 and the other at f22, compared for quality. I'm expecting some "fuzziness" or other issues when diffraction appears on the f22 image.
My specific project involves up close work with a Hasselblad, 60mm lens and 10mm extension. Very little is in focus when the objects are 8" from the lens so I'm trying to maximize depth of field with smaller apertures. Examples look good so far even at f22 (the max for this lens) and the prints won't be all that large anyway, but the subject has me curious about where I should be seeing problems: in the focused area, in the out of focus areas, everywhere?
I'm doing my own comparisons but to my eye I'm not seeing problems with this lens maxed out. So if you have experience, links, examples or comments please fire away.
I wasn't aware of this ryle but, it seems to match the smallest available f/stops of many lenses.When balancing depth of field versus diffraction a rule of thumb with a subtle mathematical basis is:
The 3 millimetre rule.
This states that when the final picture size is an 8"x10" then the minimum lens aperture diameter can be as small as 3 millimetres before diffraction begins to take away visible detail. The rule applies to all lens focal lengths and film formats. A 50mm lens on 35mm can stop down to f16. My 600mm Apo-Nikkor working on an 8x10 camera can stop down to f200. I've done the comparative experiment and it looks like the rule works pretty well.
The final picture size is an critical factor. If I was making 16"x20" enlargements then the critical diameter becomes 6 millimetres. The more picture detail is enlarged the more diffraction effects are enlarged too. Can't repeal optical law, no free lunch, etc.
Hi all,
Maybe there is already a thread that shows this, and if so I'll be grateful for a link that I have failed to find so far. I'm wondering if someone has done a test to illustrate where a lens is diffraction limited and what the performance hit actually looks like. For instance two identical images, one at f8 and the other at f22, compared for quality. I'm expecting some "fuzziness" or other issues when diffraction appears on the f22 image.
When balancing depth of field versus diffraction a rule of thumb with a subtle mathematical basis is:
The 3 millimetre rule.
This states that when the final picture size is an 8"x10" then the minimum lens aperture diameter can be as small as 3 millimetres before diffraction begins to take away visible detail. The rule applies to all lens focal lengths and film formats. A 50mm lens on 35mm can stop down to f16. My 600mm Apo-Nikkor working on an 8x10 camera can stop down to f200. I've done the comparative experiment and it looks like the rule works pretty well.
The final picture size is an critical factor. If I was making 16"x20" enlargements then the critical diameter becomes 6 millimetres. The more picture detail is enlarged the more diffraction effects are enlarged too. Can't repeal optical law, no free lunch, etc.
I never noticed visibly DEFRACTION before I first identified it....Back in the antediluvian era (the film era), Leica recommended that you not close lenses down to smaller than approx. ¼ the focal length to avoid visible degradation from diffraction. So a 50mm lens should not be closed down to smaller than f/12.5 or f/11. Recall that most 50mm lenses (German as well as Japanese) only closed to f/16. Macro lenses were different because the manufacturers assumed depth of field was a more important criteria, so they often closed to f/22 or even f/32. The relationship probably held to medium format lenses, but I am not sure about large format.
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