Of course it wouldn't be like just moving the camera a few inches higher. That much is empirically evident and logically deducible. But is it equivalent to moving the camera up a meter or three (or lowering it)?
Yes.
- Or is it due to actually moving the image circle? That is, you simply get to see a diffrent part of the projected image?
That is what I don't get.Raising the camera changes viewpoint (typically only unless having some ladder at hand), but keeping front/rear standard relation.
Raising just front standard keeps viewpoint but changes perspective (typically strongly), due to change in front/rear standard relation. But by keeping them still parallel, a pseudo-frontal perspective is achieved, which is unnatural, but nonetheless often reagarded as benefitial.
I'm a bit confused about the exact physics/geometry/optics of this often tooted feature of LF cameras.
It's not very well explained anywhere I can find. And the explanations that is there, is often contradictory.
You can do the basic empirical experiments with an iPhone with three lenses.Hi, to clarify for other readers, the feature being a rise/shift of the lens. This can be used when photographing a tallish building without the sides appearing to tilt in at the top.
One way to understand this is, I think, to take a conventional type of camera in front of the building. First tilt the camera pointing up in order to include the top of the building. You should see, in the viewfinder, that the sides of the building are beginning to converge near the top.
The next step is to change to a wider lens (a zoom is fine). This time set the camera level while shooting from the same position. Hopefully the lens is wide enough to include the top of the building. This time the sides of the building should remain parallel; no converging at the top. If you now make (or just imagine it) an optical print using an enlarger, you can crop the image so that only the building shows. The result should be the same as having used a rising lens stage on a view camera.
Having done this experiment you can probably now see the view camera with a rising lens as simply a more efficient way of getting the image. Instead of throwing away the part of the negative that is not used, the view camera essentially places the film in the area that you want to use, optically.
Now, the question as to why this converging effect happens - it is a consequence of the film plane not being parallel to the face of the building. Now, I haven't specifically tried this, but you can probably sketch out some lines on a sheet of paper to confirm what is happening. Just pretend that it is a pinhole lens to simplify the "ray tracing."
Fwiw the print should ideally be viewed from the same position as the lens had with respect to the film. This is sort of a more complicated sort of thing (or maybe not). This is well-explained, at least in my view, by Rudolph Kingslake in his book "Optics in Photography," in the section on perspective. I think this entire chapter can be seen in preview on Google books. The concept of "center of perspective" is the important part.
That is what I don't get.
Thinking even more about it, even if a lens has a certain focal length written on it, it still has to be wider to accommodate the larger image circle.
It has to be the typical wide image distortion that introduces the correction for for example buildings. Even if it isn't as much as with a "serious" wide.
Thinking a little more about it, that would be impossible, since the geometry changes according to viewpoint.
Yes. My answer was simplified and in spirit of why are rise/fall movements used at all. If I had an infinitely long ladder that would fit in my pocket, that would solve 100% percent of rise/fall adjustments (for me!). But let's see if someone can present a scenario when rise/fall is better that moving the camera. For me, I'm willing to accept that I'm only getting a crop from a larger circle, because the change in camera position is just not possible.
By no word I had it about angle of coverage resp. circle of coverage.
But of course a lens applied at shifting must yield these as too big for the format. And of course such lens at a larger format woul be a wider-angle lens. But this all has nothing to do with the pespective effects at raising the front standard.
You are completely astray with your thougt.
There are two kinds of "wide-angle distorsion"
-) bending (curving) of straight lines. (A lack in lens design, which of course would apply at raising the front standard too)
-) weird scale ratio between front and background due to going nearer to the subject than with a standard lens, to keep scale of one of them.
I am almost positive that you wouldn’t get The same result from a super high tripod or a ladder.
A lens with a larger image circle is wider than it says on the rim of the lens (with poorer quality no doubt).
I don’t see how that can be contested.
A lens that projects more of a scene at a given distance is more wide angle.
A lens with a larger image circle is wider than it says on the rim of the lens (with poorer quality no doubt).
I don’t see how that can be contested.
No. A 50 is a 50. No matter where you use it. Coverage or what is considered wide on a certain format is something completely different. Two lenses of the same focal length can have different angle of coverage.
Yes, if from the plate of films "point of view". But the lens can of course see considerably more. And distorts that, like any wider angle lens.I contest this in your context.
You have it about raising the camera versus rise of front standard. It is fair to assume that both you are doing at the same format. Thus the viewing angle will be the same.
Yes, if from the plate of films "point of view". But the lens can of course see considerably more. And distorts that, like any wider angle lens.
My OQ is, is it that distortion effect, that is used for, for example converging lines correction? Or is something else at play?
Then it begins to exhibit the geometry correcting/distorting traits of a wide lens.
Am I totally wrong?
I concur 100%No!
Lens distortion (or wide(er) view) has absolutely nothing to with fixing converged lines. There are no converging lines to begin with, since you position both standards parallel to the subject. And then use the rise to crop from the upper part of the imaging circle to get the scene you want. If you didn't have the rise capability, you'd have to point the camera upwards which would introduce converging lines.
I concur 100%
This thread is an enjoyable mind bender for someone like me who has never tried a lens with movements. In my case I'm limited to correcting perspective by tilting the easel in the darkroom.
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