Hmm. So if I hang a 35 mm Nikon behind my 610/9 Apo-Nikkor and stop the lens all the way down to f/128 (as far as it goes) I'll be able to get a good 8x10 print?
This seems impossible. At f/128, the diffraction limit is approximately 1500/128 = 12. So I'll have 12 lp/mm at low contrast on my 24x36 piece of film. Enlarged 8x to make an 8x12 print that crops to 8x10, I'll have 1.5 lp/mm at low contrast in the print. Fuzzy, fuzzy.
Do I understand you correct that digital photography will soon reach physically restrictions?I think diffraction is where digital photography will soon hit a wall no matter how perfect the lenses become - at least in the smaller formats.
Simular thoughts to me : It is different to 35mm/120 medium format/a.s.o!Trendland, there's something about discussions of diffraction that makes many of us go all mystical.
The diffraction limit is approximately 1500/(effective f#) lp/mm at low contrast. For example, for f/128, 1500/128. This is independent of format and lens' focal length.
Effective f# depends on the f# set and on magnification, is f# set * (magnification + 1). So, for example, at 1:1 (magnification = 1) and f/16 set the effective f# is 32 and the diffraction limit is 1500/32 = 46. This is why I can't make decent 8x10 prints from my Kodachromes (KM, thank you) shot at 1:1 at f/16 set.
Yes of course there is a concern in regards of "wafe length" !Dan, isn't diffraction inherent to the physical nature of light, related to the real aperture of an optical device and independant from any optical design?
Trendland, there's something about discussions of diffraction that makes many of us go all mystical.
The diffraction limit is approximately 1500/(effective f#) lp/mm at low contrast. For example, for f/128, 1500/128. This is independent of format and lens' focal length.
Effective f# depends on the f# set and on magnification, is f# set * (magnification + 1). So, for example, at 1:1 (magnification = 1) and f/16 set the effective f# is 32 and the diffraction limit is 1500/32 = 46. This is why I can't make decent 8x10 prints from my Kodachromes (KM, thank you) shot at 1:1 at f/16 set.
Dan,Hmm. So if I hang a 35 mm Nikon behind my 610/9 Apo-Nikkor and stop the lens all the way down to f/128 (as far as it goes) I'll be able to get a good 8x10 print?
This seems impossible. At f/128, the diffraction limit is approximately 1500/128 = 12. So I'll have 12 lp/mm at low contrast on my 24x36 piece of film. Enlarged 8x to make an 8x12 print that crops to 8x10, I'll have 1.2 lp/mm at low contrast in the print. Fuzzy, fuzzy.
Reconsider y'r rule of thumb. It seems absurd.
Might work for contact printing an 8x10 negative, except for the low contrast.
Here's a fairly straightforward discussion on diffraction:
https://www.cambridgeincolour.com/tutorials/diffraction-photography.htm
That is the point "Trendland" is back again - thanks MattKing!Dan,
It seems to me that the "rule of thumb" factors in the magnification required to print to the desired print size, and assumes a full frame print.
Not all that different from lens quality considerations in general.
A shorter lens will have more diffraction due to its smaller aperture opening for a given aperture value, but since the film format is larger, in practical terms it won't be seen due to not having to enlarge as much. Diffraction may never be visible with most large format lenses anyway because size matters - unless the enlargement is very big. An optical design projecting 50 lp/mm onto a 4x5 sheet of film will result in a sharper image than an optic projecting 100 lp/mm onto 24x36mm, and may never intersect a diffraction limit at its smallest aperture.I'm not sure the calculator at the bottom is up to much as it doesn't take into account Focal lenght.
If I assume a 150mm lens on my 5x4 cameras it's saying there's no difraction limitation at f64. Now my late producyion 150mm f5.6 Xenar is marked to f64, quite why I'm not sure - it is the original shutter and scalem but then my 150mm f5.6 Sironar N is alsi marked to f64, a 150mm f4.5 Xenar and Carl Zeiss 150mm f4.5 Tessar (not CZJ) are only marked to f32. If we assume the 3mm rule Maris mentions then f45 fits the bill.
A question though is does design affect the issue particularly with wide angle lenses ?
Ian
That's what I would call "extreme roughly" sorry Sirious glass but Ii guess it would not more help than to state ISO 100 is more speed in comparision of ISO 50 but ISO 800 is "quite more speed"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
A shorter lens will have more diffraction due to its smaller aperture opening for a given aperture value.
Dan, isn't diffraction inherent to the physical nature of light, related to the real aperture of an optical device and independant from any optical design?
A shorter lens will have more diffraction due to its smaller aperture opening for a given aperture value, but since the film format is larger, in practical terms it won't be seen due to not having to enlarge as much. Diffraction may never be visible with most large format lenses anyway because size matters - unless the enlargement is very big. An optical design projecting 50 lp/mm onto a 4x5 sheet of film will result in a sharper image than an optic projecting 100 lp/mm onto 24x36mm, and may never intersect a diffraction limit at its smallest aperture.
Since the aperture is a part of the optical design, no it is not independent via the dependency of diffraction on f/#.
It is dependent on aperture diameter, but since longer lenses produce a larger image on the film it is canceled out by the focal length. Maybe I should have been more clear.
Radio fading is typically caused by multi-path influences such as reflections from buildings, terrain, and indirect signal path. On lower frequencies using ionospheric propagation over long distances it's also caused by variations of the minimum useable frequency (MUF). Diffraction can be part of it, but a small part.
simpler put,every lens has a 'sweetspot'(optimum optiocal performance);wide open,the lens is limited by abberations;stopped down, it is limited by diffraction.The sweetspot is when it's closed down sufficiently to control abberations but not too far to give diffraction a chance have a negative effect.stopping down a couple of stops from wide open typically does t5he trick.In general (guess you'll know ) a lens at "max open aperature" let's say at 2.0 will normally have a real profit (more resolution in lines per mm/or MTF) from "closing" the lens 2.8, 4 , 5,6 , a.s.o.!
EXEPTION : very good and max. corrected AND real expensive lenses from type Leica and others
(guess most modern Hassi lenses you also can count to that types)!
There you can reach max. resolution with max. open lens! But it is dependable!
In all cases (from my point) you can higher the performance a little bit example :
Zeiss lens at about 1.2 has extreme resolution but at 1.4 you can maximal it a bit ~ 9,5% and with 2.0 again 3,5 % and this is it (at 4.0 the profit in direction of better characteristics isn't real messurable (+ 0,967 for example) but it is enought to define then the sweetspot for this lens at 4.0 = best characteristcs you can get with this lens!
What will happen with this Zeiss (it is just an example to make clear the general mechanism - so be aware of to unterstand the mentioned datas precise) - what will happen with the Zeiss at 5.6?
In best case you will have identical characteristics (no messurable difference) in fact (in reality) you will louse a bit of resolution (lets say 0,856%) - because of what mechanism?
Because of DEFRACTION at 5.6 ! REALY ? Yes realy (because the definied sweetspot is INDEED at
4.0) What will happen at f8 ? AND NOW LISTEN IT IS NOT SO MUCH COMPLICATE TO UNDERSTAND BUT HERE IS THE CENTRAL KEY TO YOUR QUESTION :
THE DEFRACTION WILL PROCEED IN A FORM OF A LOG. FUNCTION!!!!
So at f8 you can louse - 3,9% resolution, f11 - 5,9%, f 16 - 12,2 % f22 - 31% f32 - 49% f 45 -68%!
If your lens has no good characteristics your sweetspot can be just at 5,6 a bad lens from old type may have it at f8! But a bad lens may have a higher log witthin DEFRACTION (from my point)!
With Zeiss for Hassi it will not be the last mentioned case = no bad lenses at all!
I noticed real unsharpness at f22 and wonder about (many years ago) and that was
DEFRACTION - NOTHING ELSE!
THE NEXT PARAMETER TO DISCUSS (IT WOULD HELP YOU NOT VERY MUCH FOR YOUR WORKFLOW IN CONCERN OF DEEP OF FIELD SHARPNESS) WOULD BE : HYPERFOCAL DISTANCE!
with regards
simpler put,every lens has a 'sweetspot'(optimum optiocal performance);wide open,the lens is limited by abberations;stopped down, it is limited by diffraction.The sweetspot is when it's closed down sufficiently to control abberations but not too far to give diffraction a chance have a negative effect.stopping down a couple of stops from wide open typically does t5he trick.
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