Resolution of the human eye ...
Each pixel must appear no larger than 0.3 arc-minute.
Consider a 20 x 13.3-inch print viewed at 20 inches.
Print subtends an angle of 53 x 35.3 degrees, thus requiring 53*60/.3 = 10600 x 35*60/.3 = 7000 pixels, for a total of ~74 megapixels to show detail at the limits of human visual acuity.....................
Uhh... my prints don't have pixels.
Uhh... my prints don't have pixels.
One photo out of focus is a mistake,
ten photos out of focus are an experimentation,
one hundred photos out of focus are a style.
author unknown
Learn to ski and you can have loads of fun on the slopes!
(I.e.: there's nothing inherently worng with that slope, as long as you master it.)
A49,
I recommend the book The Edge of Darkness, by Barry Thorton. The book deals with many of the issues raised in this and your other post.
The pixel analogy can just as easily be applied to analog....
Allen
The trouble is, for all depth-of-field calculations using a CoC a proportional distance from the print is assumed. If you like to print large, you cannot satisfy the sharpness criteria of people having their noses on your print, no matter how hard you try, unless you stick to contact printing.
A49, QUIT BREATHIN' ON MY PRINTS!
For those who don´t like theoretical stuff, please skip this explanation.
I calculate DoF for those who want to have their nose near the print and therefore want to achieve something in the region of 50 lpm in LF not only in the focused distance but also in the DoF. You and others who have tested LF lenses with low grain films say that 50 lpm is a reasonable number. At least if you do not close the aperture more than to f/22.
To get 50 lpm I assume a maximum CoC of 0,02 mm.(One line at 50 lpm is 0,01 mm wide and therefore a maximum of 0,02 mm for the CoC is acceptable to resolve a black and a white line distinct from each other. Hope I interpreted the chart at page 133 WBM ed. 2011 correctly.)
If a calculate with the DoF formula and this CoC of 0,02 mm I get following DoF for a 210 mm normal lens of a 5x7 inch camera at f/22:
focused distance (just as an example): 5,0 meters
DoF: 4,77 meters to 5,25 meters
At f/22! Very short. You can be happy if you focuses well enough so that your object you like to shot is within DoF at all. I you close the aperture farther to get some more DoF you will reduce your resolution to something around 40 lpm at f/32 and to about 30 lpm at f/45.
I think this example shows the antagonism between the pursue of resolution and DoF in LF. The more the negative format grows, the longer the lenses become and the smaller your DoF becomes.
If you shoot with 5x7 inch wide angle, say 120 mm at f/22 then your DoF for 50 lpm becomes significantly more comfortable:
focused distance: 5,0 meters
DoF: 4,35 meters to 5,88 meters
Still not much, but much more than with the 210 mm lens.
I hope that I´m calculated correctly, but I don´t mind if someone tells me the contrary.
Best regards,
Andreas
Step 1: Get a large format camera
Step 2: Contact Print
Step 3: Stop worrying about sharpness. You wont have to deal with loss of sharpness and big grain if you contact print big negs
What is FAR more difficult to determine is "Why does one image work and another fails." I've been chewing on that one for many moons, now, and I am convinced I'm further from the answer than when I started. ...
It is very well explained here:
http://www.cambridgeincolour.com/tutorials/depth-of-field.htm
Note that I did not mention focal length as influencing depth of field. Even though telephoto lenses appear to create a much shallower depth of field, this is mainly because they are often used to make the subject appear bigger when one is unable to get closer. If the subject occupies the same fraction of the image (constant magnification) for both a telephoto and a wide angle lens, the total depth of field is virtually* constant with focal length! This would of course require you to either get much closer with a wide angle lens or much further with a telephoto lens[...]
It is totally counter-intuitive...
... This difference is what we all experienced if we ever worked with different negative formats. ...
Absolutely. It also explains the extended DoF of miniature digital cameras. Small image area > short focal length, > extended DoF.
These scans (full image as printed, then a detail from it) are from an old enlargement that I always thought of as sharp enough. I know some people could have shot it with an 8x10 camera, but I'm not one of them.
Interesting way to look at it. Keeping the magnification factor constant...
Yes it is. And these constant magnification factor DoF thoughts are really true and practical for only one case: If you shoot reproduction of flat objects, there the only thing that matters is the magnification factor. There the DoF is only important in relation to possible focusing errors or the misalignements of the ground glass and the sheet holders.
If you photograph real (3D) scenery, then the composition can only be kept "constant" if you don´t leave the point from which you shoot. If you step backwards, then you change the size relations between foreground objects and farther distanced objects and therefore the perspective changes.
... But enlarge both to the same size print, and you will have not only achieved equal magnification, but also equal DoF. ...
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