Same analysis for 4 x 5?
Indeed, as far as diffraction is concerned, the degree of enlargement before seeing a difference doesn't depend on the format. So wg's remarks would still apply for 4 x 5. The only way the format enters into the discussion is in the degree of enlargement necessary to produce a given size print. Assuming the same size print, you need to enlarge about half as much with 8 x 10 as with 4 x 5, so you are able to stop down further before the effect of diffraction would be apparent.
Let me quibble about a couple of other points.
First the reciprocal rule is not the only way to combine resolutions. Many people prefer to use the root mean square method: square the reciprocals, sum them, take the square root and then take the reciprocal of that. In reality, all these methods must be considered rough rules of thumb. None of them has any justification from optical theory. The only way to do it accurately is to multiply MTF functions for the different components of the optical system, but that is much too hard to do routinely. Jacobson has an example of such an analysis in his Lens Tutorial, which can be found at the photo.net website. Hence, you should only use such rules as a rough guide. In critical situations, you have to test and see what happens.
Second, do you really want to base your decisions on what the print looks like from 25 cm? Some people do have an irresistible urge to get their noses right up against any print, no matter how large. But, if you think about it, that places a severe upper limit on the size of the print, even if you use an 8 x 10 negative. Normal viewing distance for a print is usually taken to be the diagonal of the print. So an 8 x 10 print might be viewed from about 12 inches and a 16 x 20 print at 24 inches. As you get further away from the print, you can tolerate progressively less resolution, and if an 8 x 10 print looks sharp at 12 inches, a 16 x 20 print, made from the same negative, will look sharp at 24 inches. An 8 x 10 print will not show appreciable diffraction effects even at f/64, and it follows that any larger print, viewed from the appropriate distance will also not show diffraction effects at usable apertures.
A small peeve. There was lots of helpful advice, but I had to go to the sixth response to find one that actually answered the question. This seems a common occurence. Someone asks a sensible question, and people answer by explaining why the question is foolish and why he/she should be doing something else. I just did it myself in the above paragraph. I don't object to that kind of advice, but perhaps one should also make an effort to answer the question first.
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