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Depth of Field Calculator

Camera, film format, or circle of confusion


Focal length (mm)
Selected f-stop
Subject distance


Subject distance  10 ft
 
Depth of field 
Near limit  7.69 ft
Far limit  14.3 ft
Total  6.61 ft
 
In front of subject  2.31 ft (35%)
Behind subject  4.3 ft (65%)
 
Hyperfocal distance  32.8 ft
Circle of confusion  0.019 mm
Use the actual focal length of the lens for depth of field calculations. The calculator will automatically adjust for any "focal length multiplier" or "field of view crop" for the selected camera.

Focal lengths of digital camera lenses are listed here.
Focus at the subject distance, 10 ft  
6.61 ft
7.69 ft   14.3 ft
  Focus at the hyperfocal
distance, 32.8 ft
 
  Depth of field extends from
16.4 ft to infinity
 







Depth of Field Definition

Hyperfocal, near, and far distances are calculated using these equations.

Circles of confusion for digital cameras are listed here.





Depth of Field: The zone, or range of distances, within a scene that will record as sharp ... It is one of the most creative and profound effects available to photographers.

Using Your Digital Camera, George Schaub, 2003


Image clarity or sharpness is not just a matter of focusing a lens on the subject. There is an area in front of and behind the sharp focus plane that is also sharp or clear, and the extent of this area changes, depending on the focal length of the lens, the focusing distance, and the aperture used. This three-dimensional area of sharp focus is called depth of field.

Lonely Planet Landscape Photography: A Guide to Taking Better Pictures, Peter Eastway, 2005.



Hyperfocal Distance Definition


Hyperfocal distance


... the hyperfocal distance setting ... is simply a fancy term that means the distance setting at any aperture that produces the greatest depth of field.

How to Use Your Camera, New York Institute of Photography, 2000.


When the lens is focused on the hyperfocal distance, the depth of field extends from half the hyperfocal distance to infinity.

Photography, Phil Davis, 1972.









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