patrick_chase
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Posts posted by patrick_chase
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Voightlander made a lens called the "zoomar". Could that be what Sean
refers to (it had a horrible reputation, IIRC).
<p>
-- Patrick
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Hi Bill;
<p>
Are you dividing by the enlargement factor squared?
<p>
Line pairs per millimeter is a linear measure of resolution (i.e. it
measures resolution along a single axis rather than the amount of
information contained per unit area), so an LF original with 56 lp/mm
of "perfect" resolution (i.e. MTF is close to 100% all the way out to
the 56 lp/mm limit) would produce exhibition-quality results when
"perfectly" enlarged up to 8X (=56/7), or ~32" x 40".
<p>
There are two catches though:
<p>
1. Stated lens resolutions are usually the perceptible resolution
limits, which typically exhibit MTF in the 10-20% range, if that. The
oft-applied Rayleigh criterion for diffraction-limited resolution
yields about 18% MTF at the calculated limit (of course, the Rayleigh
criterion also assumes point sources, so it's open to question whether
it's really applicable to this discussion at all).
<p>
2. Enlargement is _never_ perfect (though with modern techniques it's
getting pretty close!).
<p>
Regards,
<p>
Patrick
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Hi Joe;
Textured detail as seen in feathers, fabrics, and the like is most visible when illuminated by directional sidelighting. Low-contrast conditions typically imply nondirectional lighting (for example, uniform overcast or open skylight), which is about the WORST thing you can have if you want to reveal texture in your subject.
Regards,
Patrick
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Hi All;
<p>
Great thread!
<p>
One apology/clarification: Glenn Kroeger rightly points out that I got
my estimates of diffraction-limited resolution wrong. Specifically, I
used a relation (the Rayleigh criterion) which is specific to
resolvability of adjacent point sources, and the way I used it to
estimate the continuous (i.e. non-point sorce) case of an MTF target
was very pessimistic. All that I'm really sure of now is that the real
diffraction-limited resolution numbers are somewhere between what I
posted and double what I posted.
<p>
Sorry about the confusion!
<p>
-- Patrick
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Hi John;
Why not a set of Kinesis or LowePro Street&Field cases? (my personal choice would be is Kinesis, both because I think they're better bags, and because LowePro appears to have ripped their designs off shamelessly - http://www.kinesisgear.com/)
You can lash either to the webbing of your backpack when you're hiking in and out, and then put them on their dedicated harness or belt (which you would presumably carry in your backpack) when you're actually using them.
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This is a reply to Bill Glickman's comments:
<p>
In my experience, resolutions higher than about 60 lp/mm are pretty
much mythical beasts in ANY film format. One reason already pointed
out is the resolution of the film itself. A second is the fact that
diffraction typically ends up limiting you to far less.
<p>
Let's look at that "140 lp/mm" Mamiya lens that Bill raves about as an
example: Simple theory and a bit of math tells us that such resolution
is only obtainable at apertures of f/4.5 or wider even if the lens is
otherwise perfect in all respects. By f/8 you're limited by
diffraction alone to about 85 lp/mm, and at f/22 (a reasonable opening
for near-far lanscape shots in 6x7) you're limited to 57 lp/mm. All of
a sudden the pathetic-sounding 50 lp/mm resolution of that Nikkor M
(or Danny's Fuji, which is a pretty similar lens) begins to look like
it might really be a non-issue after all. At the f/45 opening that
Danny used in his test, the diffraction-induced resolution limit is
about 30 lp/mm. He'd might as well have been using a Wollensack or a
polished Coke-bottle bottom at that point.
<p>
Furthermore, the human eye is only sensitive to spatial frequencies
out to about 7 lp/mm (and even that's rather optimistic for anybody
over age 30), so I seriously question Bill's ability to perceive
anything past ~50 lp/mm through an 8X loupe. I know I can't (I've
tested myself and others using targets of known frequencies as part of
my job).
<p>
Bill, if you can see a significant difference between your 6x7 chromes
and 4x5's shot with lenses as good as the Super Symmar under an 8X
loupe, then I respectfully submit that there is something wrong with
either your equipment or your technique. Well-executed LF work with
top-notch lenses at ideal apertures should be nearly indistinguishable
from perfection under magnification that weak, so no matter how good
the Mamiya system is, the differences shouldn't be anywhere near as
dramatic as you imply. Critical examination under a quality microscope
might be another story altogether, of course...
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Hi Dan;
I just realized tonight what caused the specific problem where the EOS 3 failed to focus on a heron's neck. The 100-400IS is a slow lens (f/4.5-5.6 to be exact), and the EOS 3's horizontal AF arrays only work with fast lenses (f/4 or faster for the center sensor, f/2.8 or faster for the other cross sensors). Thus, when used with the 100-400, the EOS 3 is only sensitive to horizontal edges when the camera is in landscape orientation. A neck presents mainly vertical edges, which explains the camera's tendency to grab other scene elements.
IMO the lack of cross sensors which work with slower lenses is one of the more crippling liabilities of recent EOS bodies, compared to their competitors.
-- Patrick
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Hi Dan;
Is the AF point directly over the bird lighting up when you do this, or is the body telling you that it's finding focus elsewhere? Also, have you checked to make sure that CF17 hasn't been set to 1 or 2? Either of those settings would cause the body to use a cluster of sensors to form a larger AF "sweet spot", which could in turn cause it to pick up the background instead of a small foreground subject.
I second Bob's suggestion that you try selecting a single AF point manually if you haven't done so already. I've never seen a camera from ANY manufacturer that I trust to pick the correct AF zone for me.
Finally, it's probably worth noting that I my EOS 3 consistently focussed ever so slightly in front of its subject when I first got it. A quick visit to the friendly neighborhood Canon service center (fortunately located a bit over an hour away) for realignment fixed the problem.
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A comment to Sean Yates: I'm not sure I see why the existence of the
Technikardan in particular should have any effect on the market for
yaw-free, base-tilt only cameras like the VX-125 or the Cambo. The
Technikardan is a non-yaw-free, center-tilt camera, just like many
others on the market (though it's arguably far better built than
most...). People who like center tilts will buy the Technikardan and
cameras like it, just like they always have. People who like yaw-free
base tilts will buy yaw-free base-tilting cameras, just like they
always have.
<p>
The cheapest way to get a camera that does both yaw-free base tilts
and center tilts is either the Linhof Kardan GT45, or the Arca-Swiss
F-line with the optional Orbix (both of which run in the low $3000s,
though I'm not positive about the price of the Orbix).
<p>
-- Patrick
<p>
-- Patrick
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Hi;
<p>
I've moved the (tangential) discussion of perspective manipulations
into its own thread because it really doesn't belong here...
<p>
Thanks,
<p>
--P
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Hi;
<p>
This is a continuation of a tangential discussion from the "Pros and cons of field cameras" thread. In that thread, I wrote:
<p>
"Consider the simple manipulation of using front rise to prevent convergence. Convergence is a perspective effect, and front rise can be used to control convergence. This example therefore proves that camera movements CAN alter perspective. Obviously, there are some limitations: In particular, camera movements cannot alter the near/far size relationships of objects which are overlapped in the image (though you CAN alter the aparrent size relationships of objects which are separated in the image...)"
<p>
Larry Shearer then replied:
<p>
"Not that I am trying to cause more confusion for Alan then is already present,but Patrick how do you control convergence of a scene by raising the front standard? Alright I have to drop a name here
e,ummm Ansel Adams states on more than once in "The Camera" that "True perspective depends only upon the camera-to-subject distance." (page 106)."
<p>
Depends on what you define as "perspective". When Ansel Adams says "perspective", he is defining it as the size relationship between near and far objects which overlap in the scene. He's right, but only within the narrow limits of his own definition. To see where that definition breaks down, consider the following example: You have a near object on the left side of the image, and a far object on the right. You want to change the relative sizes of those object without moving the camera. Though Adams' comment appears to suggest that you cannot accomplish this task, it is in reality a very simple matter of swinging the back standard such that the film plane moves away from the object you want rendered larger (you'll then probably need to swing the front standard as well to establish focus). The reason this works is because changing the relationship between the film plane and subject planes allows you to change the distance relationships between off-axis subjects, the lens, and the film plane without moving the camera. The key thing to note here is that for this trick to work, there has to be separation in the image between the objects whose relative sizes you are trying to alter. If they're overlapped, then you're hosed.
<p>
Whether you call what I've described above "altering perspective" or not is entirely a matter of semantics.
<p>
Just to be perversely confusing, I'll also throw out a case where camera movements truly cannot alter perspective: When photographing with a fisheye lens.
<p>
To understand the answer to your specific question about correcting convergence, you need to understand how rectilinear lenses work: A rectilinear lens renders parallel lines in the subject as parallel in the image if and only if those lines lie in a plane which is parallel to the film. To use movements to eliminate convergence, you simply set the back of the camera parallel to whatever it is you're photographing (for example, the side of a building) and then use rise/fall and shift to establish the composition you want. Note that what I've described above controls covergence on both the horizontal and vertical axes; If you're only worried about one or the other, then you only need to set the film plane parallel to the subject along that one axis. Adams definitely explains this to some degree in "The Camera".
<p>
You might want to check out the Stroebel and Simmons books (Stroebel is encyclopedic; Simmons is more readable) on large-format technique.
<p>
-- Patrick
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fw wrote thusly:
<p>
"One last thing - the movements on the camera do not control
perspective, they enable you to control where a plane of sharpness
will lie in the image. Only physically moving the camera to a
different location will alter the perspective of the image"
<p>
Consider the simple manipulation of using front rise to prevent
convergence. Convergence is a perspective effect, and front rise can
be used to control convergence. This example therefore proves that
camera movements CAN alter perspective.
<p>
Obviously, there are some limitations: In particular, camera movements
cannot alter the near/far size relationships of objects which are
overlapped in the image (though you CAN alter the aprrrent size
relationships of objects whicht are separated in the image...)This is
probably the specific case that fw was probably thinking of.
<p>
-- Patrick
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Hi Doremus;
<p>
Julian's web page says "scale focussing", which implies that you focus
by estimating the subject distance and then racking the focussing
mechanism in or out until the focussing distance scale tells you
you're focussed in about the right place.
<p>
-- P
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Hi;
<p>
I think that there's a serious lack of accuracy in this thread
regarding effects of filmplane to groundglass misaqlignment.
<p>
One poster has stated that the effects are worse for long lenses than
for short; Another has stated that they are worse for short lensesthan
for long. In truth, NEITHER is right.
<p>
For a traditional (i.e. non-tele, non-retrofocus) lens the f-number is
defined as the ratio of focal length to the exit pupil diameter. eaqch
individual point in the image is formed by a cone of light, the base
(wide part) of which is at the exit pupil, and the point of which is
at the film plane. When the GG and film are misaligned, the film isn't
positioned at the point of the cone, and points in the subject are
therefore rendered as discs in the image. The diameter of these discs
follows trivially immediately from the definition of the f/number:
it's simply
<p>
blur_diameter = defocus_distance/f_number
<p>
That's all there is to it. The focal length of the lens is utterly
irrelevant. I'm sure that these myths will return by next week, though
;-).
<p>
-- Patrick
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A few clarifications:
<p>
1. I'm not the person who posted the URL for the Polaroid data sheets,
but like Daniel I'm eternally grateful to the person who DID do so...
<p>
2. The groundglass on both my Linhof Color Kardan and on my Arca Swiss
F agree closely with all of my conventional Fidelity and Lisco
holders, so I don't think that the cameras are the problem.
<p>
3. What originally prompted my post is that I noticed that Type 55
negs and Quickloads shot at even moderate apertures (for example,
f/16) with my 545i were somewhat blurry. Further testing revealed that
this combination consistently focusses in front of the intended plane
of focus.
<p>
4. I measured the flange-to-film distances of my Polaroid 545i holder
and a known-good Fidelity holder with a runout gauge. The Polaroid
holder places the film ~0.5 mm further back than does the Fidelity
holder, which is consistent with my previous observation that the
plane of sharpest focus is closer to the camera than intended (1/i +
1/o = 1/f and all that...)
<p>
I'm currently getting decent results by displacing the back standard
forward 0.5 mm after focussing when shooting with the Polaroid holder,
but that's a very inconvenient solution (and one which defeats the
entire point of using Type 55 negs to check focus...).
<p>
It sounds as though my 545i sample may be defective, so I'll take it
up with Polaroid. Thanks for all the feedback!
<p>
Regards,
<p>
Patrick
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Hello;
<p>
Has anybody here tried exposing (NOT developing) Polaroid Type 55 in a Fuji Readyload holder? Did it work?
<p>
The reason I'm asking is that I'm REALLY getting sick of the Polaroid 545i's incorrect film plane position (the back plane of the holder is about 0.5 mm further from the flange than in my Fidelity holders, and focus in the final exposure is shifted by about that much relative to the ground glass on my cameras) and inability to hold the film flat. It's worse than useless, and I'm just about to the point of giving up on Polaroids altogether unless I can find a better holder.
<p>
I've heard that the Fuji is better in both regards, so I'm thinking that might be a solution?
<p>
Thanks,
<p>
Patrick
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Hi Craig;
I've had mine for a bit over 2 years of moderate use (I'm a weekend warrior, not a pro), and if anything it's a bit less stiff than when I got it. That having been said, I've taken the following precautions to keep it that way:
1. The head stays safely in my backpack during prolonged periods of non-use
2. When it's on my tripod and not in use, the head is ALWAYS covered by a pouch.
3. I clean the ball with rubbing alcohol (as recommended in the instructions) fairly frequently.
If the head you're looking at is really stiff, then it's probably not worth going for.
Regards,
Patrick
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Regarding Michael Biggs' comments about light falloff: The cos^4 rule
is derived from thin-lens theory, and isn't necessarily a very good
predictor of the behavior of real lenses. The Nikkor SW designs in
particular seem to "swing" the entrance pupil around a bit, which
reduces the light falloff to below what the cos^4 rule would predict.
I measure between 1.5 and 2 stops of falloff at the edge of my SW
90/8, whilee cos^4 would predict a bit over 3.
<p>
-- Patrick
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Hi Paul;
<p>
I'm intrigued by your comment about being "somewhat limited on my
favorite long lenses" with a monorail. The Technikardan has a maximum
extension of 48 cm (19"), which is more than a Technika, so I can't
see where you'd be liomited there.
<p>
The Arca-Swiss F-line's maximum extension is somewhat limited in its
default configuration, at 38 cm (15"), but can be inexpensively
upgraded to provide a maximum extension of 60 cm (23.6") by replacing
one of the 15 cm monorail segments with a 30 cm part, and by adding a
long bellows (with the F-line Compact you'd want to add the 25 cm rail
extension II instead, which would bring the max. extension to 55 cm).
<p>
-- Patrick
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"Astigmatism" is an optical aberration wherein the tangential and
sagittal axes of a lens focus on different planes. Consider the circle
of coverage of a lens. Now imagine a point near the edge. If you draw
a line from that point to the center, then that's the sagittal axis. A
line perpendicular to the one you've just drawn would be the
tangential axis. In a lens with a lot of astigmatism, you can focus
sharply on modulations along the sagittal axis, or on modulations
along the tangential axis, but not on both at the same time. In
practice, unless the astigmatism is REALLY bad you can usually work
around it by stopping down to small apertures.
<p>
An "anastigmat" is simply a lens which is corrected for astigmatism.
Almost all modern LF lenses are pretty well corrected for astigmatism,
though many older ones aren't. Back when some were and some weren't,
the makers differentiated the ones which were by calling them
anastigmats.
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Hi Mike;
I think that a lot depends on what you shoot. For wildlife shots in general, and for "fast-breaking" applications like birding in particular, I can't imagine using anything but a modern 35 mm SLR.
On the other hand, my personal experience is that view cameras reign supreme for landscapes and scenics, both because of the larger film size and because they allow manipulation of both perspective and focus via movements (note that "view camera" doesn't automatically imply large-format: Many MF view cameras are available). I personally don't have much use for MF cameras which don't allow movements, but I know many who would disagree...
-- Patrick
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Hi Rob;
<p>
Given the set of simultaneous requirements that you've listed, and
your aversion to excess weight, I think that your budgetary
expectations may be a bit unrealistic.
<p>
I doubt that you're going to do much better than the Arca-Swiss 5x7
that Ellis suggested. No other similar-weight or lighter 5x7 on the
market meets your specific set of requirements (the bit about fully
independent movements in particular rules out the otherwise promising
Sinar f1/f2 because they uses combined tilt/swing locks). The Linhof
system that Bob S recommends is also excellent (choosing between it
and the A-S would probably be a matter of individual working style),
but will cost you as much as or more than the A-S, so you're not going
to save any money by going that route.
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Hi Darron;
<p>
"Noise floor" is a commonly accepted term for what you were trying to
describe in the image capture world.
<p>
High-end drum scanners use photo multiplier tubes as their capture
elements. PMTs have inherently superior noise performance compared to
CCDs for any given level of sensitivity (scientific CCDs do have very
good noise performance, but their sensitivity is low, so you really
have to blast them with light to attain full saturation with a
reasonable line period).
<p>
That having been said, there are CCD-based scanners on the market
which offer extremely good noise performance. I've had a few 4x5's
scanned on a CCD-based Scitex flatbed recently, and the results were
good enough that I frankly can't see any reason to drum-scan them. Of
course, the Scitex in question is a $50K scanner, so it's really not
any cheaper than a drum.
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To Bob Salomon;
<p>
You might note that I said "using" instead of "fitting" in my post. I
did that for a reason ;-).
<p>
Given that my LF experience is with a Linhof Color Kardan (uses
Technika boards, just like Daniel's TK) and an Arca-Swiss F 4x5 with a
Technika adaptor, I'm _quite_ well aware that you can get Tech boards
for all common shutter sizes, and that the main issue is getting the
rear of the lens through the hole in the front standard. The reason I
didn't state that is because I felt that you yourself had done such a
good job of explaining the issue in your initial post that it didn't
bear repeating.
<p>
An aside: I DO know one guy who's crazy enough to take his lens apart
and reassemble it around the front standard with the bellows detached
every time he want to mount it...
<p>
--P
center filter needed?
in Large Format
Posted
Hi Rob;
<p>
If it's a 90 f/8 (you didn't specify the F.L.), and you shoot slide
film, and you plan to use substantial movements, then the answer is
probably "yes".
<p>
I have a Nikkor SW 90/8, and I found that there was little falloff on
4x5 when the lens was centered w.r.t. the film, but that the falloff
got more dramatic (up to ~1.5 stops) when I used extensive movements.
I ended up getting a Heliopan 1.5-stop center filter to correct the
problem.
<p>
I'd like to throw out a couple corrections:
<p>
1. It is very important to distinguish falloff from vignetting: They
are completely different animals. Vignetting is what happens when you
exceed the coverage of one of more elements in the lens
(typically the front or rear elements, since they are often a bit
undersized). Vignetting occurs only near the coverage limits, and
typically decreases as you stop the lens down. Wide-angle falloff is
more uniform in character, and is not affected at all by aperture.
<p>
2. Bob Salomon writes that "All modern wide angles have similar fall
off". This is decidedly untrue. The exact optical layout of a lens has
a significant effect on falloff. In particular, use of strongly
negative front and rear elements reduces falloff by causing the
entrance and exit pupils to "swing" as the angle of incidence changes.
The catch is that strongly negative front and rear elements tend to
cause aberrations, so the designer must balance sharpness vs. falloff.
Before anybody mentions "cos^4", it should be pointed out that the
cos^4 law only pertains to the idealized thin lenses of optical
theory; Modern wide-angles are anything but "thin lenses"
<p>
-- Patrick