The smaller the sensor size, the smaller the cof must be. Also the desired enlargement factor
should also be taken into account, (although that last is difficult). This unfortunately isn't hard science
it's more like cooking.
William Robb wrote:
----- Original Message ----- From: "Jens Bladt"
Subject: DOF and angle of view or focal length (long)
Some of you people are very knowledgeable when it comes to opticalscience.
So, I would like to ask you this:say that in
On the internet there is an ongoing discussion about this subeject.
Some say, that smaller formats have greater DOF (Photonet). They
order to get comparable images, I must use shorter focal length togo with
the smaller format, thus achieving greater DOF. They are usingcircle of
confusion (COF) theories to support their point of view.image,
I (and Photozone) say, that smaller formats only show a part of the
captured by a specific focal lenght. If I shoot the same scenetwice with
the same camera, same lens (focal length( and same aperture andfocus point,
you will get identical images on let's say APS and 35mm film - thatis for
the part, that is covered by the smaller format (e.i. APS). I saythat the
DOF of these two identical images - is exactly the same. I say thatfocal
length, aperure and focal distance determins the DOF.
This part is true, to an extent. However, if you are going to use the same focal length, but change formats, then really, camera to subject distance pretty much has to change to be photographically useful. Or, if you are going to change formats, but not camera to subject distance, then you need to change lenses.
In theory, I think you are correct.
In practice, I find that I have to stop down a bit more on 6x7 to get similar DOF as I get with 35mm, presuming a similar angle of view is being done on both cameras.
IMO COF theories are somewhat subjective, because the point towhere a point
looks like a disc, depends on the degree of enlargement. I thinkthat the
smaller image, captured by a shorter focal length needs moreenlargement,
thus less appearing less sharp.
Well, yes. Of course.
William Robb

