No worries. Membership in the lunatic asylum is assumed on this forum.
Let's do a little math. Assuming a simple lens, the angle of light approaching the film through a 47mm lens, at the lateral edges of a 6x12 frame at a shallow 37-degree angle. Each .001" that the film is out of position will create a lateral shift of .0008". But that is not important--what is important is how much lines from different parts of the subject diverge in that distance. Those lines come from the edges of the projected shape of the aperture. At f/5.6, the projected diameter of the aperture is 8.4mm, or 0.33". The angle subtended by the projected aperture is therefore 6 degrees. Each .001" of positioning error would cause those lines to diverge by (pause for calculating several similar triangles) .000085". If our desired circle of confusion was .001" (0.25mm, or a demanding 1/5000 the image diagonal in 6x12), we would need an error of .006 to undermine half the circle of confusion. An error of .005 might not have that much of an effect, even for a lens this short, unless we were enlarging so much that we needed an even more demanding circle of confusion goal.
The effect would be less for longer lenses, of course, because they approach the film at a steeper angle and it therefore takes more longitudinal movement to achieve a given lateral error. And the effect would be much less for smaller apertures.
Thus, I can't figure out how to defend the notion that a .005" positioning error would cause a large focus error. Maybe noticeable at very large magnifications, perhaps, but certainly not large.
Rick "numbers are facts" Denney
Bookmarks