Sunday, 20 March 2011

Depth of field

Hyperfocal distance (超焦距)
The hyperfocal distance is the nearest focus distance at which the DOF extends to infinity; focusing the camera at the hyperfocal distance results in the largest possible depth of field for a given f-number.  Let f be the lens focal lengthN be the lens f-number, and c be the circle of confusion for a given image format. The hyperfocal distance H is given by
H \approx \frac {f^2} {N c} \,.

Formula for DOF:
\mathrm {DOF} \approx \frac {2 N c f^2 s^2} {f^4 - N^2 c^2 s^2} \,.
This means:
  • DOF increases as f-stop increases or aperture decreases
  • DOF increases as subject distance (distance at which the camera is focused) increases
  • DOF increases as focal length decreases. 

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