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Please see post #4 in this thread. Then ask the moderators to delete your post #19 and this one. What you said in your post #19 is pure nonsense.
Enlarging lenses are optimized for enlarging, just as taking lenses are optimized for taking.
It depends on the magnification and the lens.
I think there is a simple way to understand this question.
An enlarging lens has a range of enlarging ratios for which the lens is designed to operate, for example 2x to 10x.
What do "bottom" and "top" mean? This statement is incomprehensible.When the lens is used to generate images in the magnification range intended by the maker then it gives best performance when reversed so that the distance from the "bottom" of the lens to the film plane is larger than the distance from the "top" of the lens to the object being photographed.
One way to keep this concept straight in the mind is to recall that when the distance from the lens to the object and from the lens to the film plane are the same the magnification ratio is 1x. When the distance from the lens to the film plane is more than the distance to the object the magnification is a positive number in proportion to the ratio of the two distances, and is equal to film plane distance divided by object distance.
According to data on the S. K. Grimes site, the diaphragm in many shutters is net centered between the front and back lens cell mounts. Reversing lens cells in this situation can cause a loss of performance. It certainly did when I tried to reverse the cells of a Optar 90mm WA.It depends on the lens. Some of Schneider's enlarging lenses have cells that are direct fits in #00 or #0 shutters. Reversing these lenses is easy, just screw the front cell into the back of the shutter and the rear cell into the front of the shutter. . . .
According to data on the S. K. Grimes site, the diaphragm in many shutters is net centered between the front and back lens cell mounts. Reversing lens cells in this situation can cause a loss of performance. It certainly did when I tried to reverse the cells of a Optar 90mm WA.
Symmetry most certainly matters for users.<snip> Symmetry is the province of the lens designer not the lens user, the user choses the lens by its focal length, aperture and intended magnification range. An asymmetrical lens optimized for working at magnifications below 1:1 is not an enlarging lens, this seems irrelevant to the topic in hand, this topic is about enlarging lenses
<snip> I could be wrong, but I think we agree, surprisingly since you described my post as nonsense, that an enlarging lens (2x to 10x) when used for macro work (which is by definition greater than 1:1) is best reversed.
+1It depends on the magnification and the lens.
Magnification: enlarging lenses are made to have a small negative behind the lens and a large print in front of it. This is parallel to the usual taking lens situation where there's a small image behind the lens and a large subject in front of it. Enlarging lenses are optimized for enlarging, just as taking lenses are optimized for taking. So, if the magnification is less than 1:1 the lens should be used as intended, i.e., facing normally. If magnification is greater than 1:1, then there's a small subject in front of the lens and a large image behind it. To take best advantage of the lens' optimizations (large front, small behind) the lens should be reversed when used at magnifications greater than 1:1.
Lens: some enlarging lenses, for example 50/4.5 and 75/4.5 Enlarging Ektars (heliar types), are perfectly symmetrical. They can be used facing normally at all magnifications. Reversing them doesn't hurt, but it is a bother. Others, for example Schneider Comparons (tessar types), are quite asymmetrical. They should be used facing normally up to 1:1 and reversed above 1:1.
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