Archived posting to the Leica Users Group, 1999/08/31
[Author Prev] [Author Next] [Thread Prev] [Thread Next] [Author Index] [Topic Index] [Home] [Search]I agree with everthing in the post except for this oft-repeated "rule": > From the exact point of focus, DOF extends 1/3 forward > (toward the camera) and 2/3 back (away from the camera). The trivial refutation of this is the hyperfocal distance. At this focus point, the DOF will extend some finite distance in front of the point of focus, but infinitely far behind it. This is certainly not a 1/2 ratio. I'm looking at my 35/2 Summicron DOF scale right now. Here are some data points using the f/16 marks: 1.0m - near: .73m, far: 1.6m. Ratio = 1/2.2 1.5m - near: .94m, far: 4m. Ratio = 1/2.6 2.0m - near: 1.1m, far: 10m. Ratio = 1/8.9 2.7m - near: 1.3m, far: infinity. Ratio = 0 So, my question is: What is the scientific justification for this "rule of thirds"? Empirically it doesn't seem to exist. Paul Chefurka