Description:
DOF is a program for photographers that computes depth of field of lens given its focal length, f stop, resolution and focus distance.
It reports the near and far focus limits and the hyperfocal distance (the minimum distance you can focus at and still keep infinity in focus).
Update Description:
Increased range of f stops, film speeds, and exposures
The equations for the near and far depths of sharpness do not look too complicated. So, you can always compile a table or plot graphs for your camera's given circle of confusion and focus distance. Such a handy chart or plot is surely more handy than lugging a Palm Pilot? Kids nowadays are so spoiled, what do they know about pre-calculator days?
Anyways, the equation for the hyperfocal distance, which is
H = f^2/ac
with f the focal length, a the aperture number, and c the circle of confusion. The equation for the far field of sharpness is
F = s(H-f)/(H-s)
with s the focus distance. The near field of sharpness is
N = s(H-f)/(H+s-2f)
For a given a, plot N and F vs. s on a graph. More handy to refer to than using a Palm Pilot!
Originally posted by ckhaos The equations for the near and far depths of sharpness do not look too complicated. So, you can always compile a table or plot graphs for your camera's given circle of confusion and focus distance. Such a handy chart or plot is surely more handy than lugging a Palm Pilot? Kids nowadays are so spoiled, what do they know about pre-calculator days?
Anyways, the equation for the hyperfocal distance, which is
H = f^2/ac
with f the focal length, a the aperture number, and c the circle of confusion. The equation for the far field of sharpness is
F = s(H-f)/(H-s)
with s the focus distance. The near field of sharpness is
N = s(H-f)/(H+s-2f)
For a given a, plot N and F vs. s on a graph. More handy to refer to than using a Palm Pilot!
sounds gd if there is.. cos i dun hav a palm, and i can't lug my desktop ard... even if i can also cannot find so many electric socket... (pull out the lamp post wire from under the ground... )