
Photography calculator
Estimate how much of a photograph appears acceptably sharp from your focal length, aperture, focus distance and chosen circle of confusion.
Estimated focus range
3.39 m to 9.49 mTotal depth of field: 6.09 mExact results
Visual guide
Copyable summary
Calculating the example…
Photography guide
Depth of field is the distance between the nearest and farthest points that appear acceptably sharp. The near and far limits show where that range begins and ends around the focused subject.
Smaller apertures such as f/11 usually increase depth of field. Longer focal lengths and closer focus distances usually reduce it when the other inputs stay unchanged.
Focus at the hyperfocal distance and the far limit reaches Infinity, while the near limit sits at roughly half the hyperfocal distance under the conventional model.
This is the largest blur circle treated as a point in the estimate. Presets are practical conventions, not physical sensor rules; framing, focal length and subject distance must also be considered.
With a full-frame camera, 50 mm lens at f/8 and focus at 5 m, using a 0.030 mm circle of confusion, the calculator estimates a near limit around 3.39 m, a far limit around 9.49 m and a hyperfocal distance around 10.47 m.
Perceived sharpness also depends on output size, viewing distance, eyesight, lens performance, focus accuracy and diffraction. Use the result for planning rather than as a guarantee of critical sharpness.
FAQ
Not by itself. Comparisons must also account for focal length, framing, focus distance, aperture and the selected circle-of-confusion convention.
The standard formula reaches Infinity when the subject is focused at or beyond the hyperfocal distance. Total and rear depth are therefore not shown as finite values.
Start with the preset for your format. Choose a smaller custom value for more demanding output or viewing conditions, remembering that no single value suits every final use.
Yes. Choose feet for subject distance and every distance result will be displayed in feet while the formula continues to use millimetres internally.
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