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Natural Science Forum / Physics / Optics / September 2004



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Lens with fixed focal

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Antonio Martos - 26 Sep 2004 20:15 GMT
I look for a 35mm SLR Nikon mount lenses for a Fuji S2 with a very
particular requeriment, focal lenght must be constant when focusing at
least in the 3 meters - infinty range, for arquitectural photography
(photogrammetry).

Secondary requeriments are price, auto-focus, luminosity, overall quality,
and so as usual, I apreciate them, but the key factor is "fixed focal
lenght".

A zoom lens could also fit if used only in the wide and tele end positions
if the focal lenght does not changes when focusing.
For example, Sigma 5.6 28-200 IF Lens is a good lens, but at 200 position
the real focal lenght varies from around 165 mm focusing at 10 meters to
190mm focusing near infinity, you can see how magnification varies when
focusing. This maybe because its internal focus system, good for others but
a big problem for me. I purchased this lens and gave me lots of problems
because this until I noticed and now I almost can't use it.

On the other side a very cheap Nikon 1.8 50mm lens is my best one for this
prupouse. The focual lenght varies quite little (around 0.2mm from the real
52.7mm) and image quality and luminosity is very good.
Also works fine Cosina 3.5 19-35mm when used in 19mm position. This one has
some distortion but that is no problem while the focal lenght doesnt vary
too much with focus range.

I was told to look for fixed focal, manual focus, and extension focus
(Cosina 19 and Nikon 50 are extension focus lenses, I mean, they move
frontal lens when focusing) but im not sure what lens to order.

Im thinking in purchasing some vivitar cheap lenses just for trying as
there is not much money and could worth the while, but Im afraid of
purchasing quality lenses when then might be useless for me. Price is not a
problem, but I dont want to spend 2000 Euro in a lens that becomes worst
(for this) than a 100 Euro one...

Any recomendation? Any website or catalog where I can check this
caracteristics or any clue o keyword to look for.
Bob May - 26 Sep 2004 20:44 GMT
Sorry, but you really want to go to one of the photography newsgroups for
this question.  We deal mostly with the basics of optics, not the
application for photographic cameras of commercially available lenses.

--
Bob May
Losing weight is easy!  If you ever want to lose weight, eat and drink less.
Works  every time it is tried!
Helge Nareid - 28 Sep 2004 19:23 GMT
>Sorry, but you really want to go to one of the photography newsgroups for
>this question.  We deal mostly with the basics of optics, not the
>application for photographic cameras of commercially available lenses.

Well, some of us do have some interest in both.

To be fair to the original poster, he is asking a question which is
outside the field of interest for most photography enthusiasts. Using
standard serial production equipment is often a good way to get
precision optical components at a good price.

The answer to the original question is that this is a specification
which is normally not given explicitly in the manufacturer's technical
documentation. Most, but not all, fixed focus length camera lenses
focus by moving the entire optical assembly. The two main exceptions
are internal focusing (IF) lenses (mostly expensive long focal length
lenses) and lenses with close range correction by moving groups of
elements (mostly wide angle retrofocus lenses such as the Nikkor
2.8/24mm).

IMHO, the best way to ensure that the lens focuses entirely by moving
the optical assembly is to use something like a bellows unit for
focusing.  and a suitable lens, possibly one without a focusing mount
(such as the long discontinued 100mm Bellows-Nikkor)

As a side issue I'm somewhat intrigued by the assertion that the
Nikkor 1.8/50mm changes focal length by 0.2mm over its focusing range.
Where does that number come from and is that figure really larger than
the measurement error?

Signature

- Helge Nareid
 Nordmann i utlendighet, Aberdeen, Scotland
 For e-mail, please use my initials with the same domain as the posted address

Antonio Martos - 29 Sep 2004 10:00 GMT
> Well, some of us do have some interest in both.

I agree that the question was made in a way that could fit better at
rec.photo, but let me reformulate the problem to fit this grupo better
and ask a few basic cuestions by the way. My apologies if this still
don't fit here, i will not insist if there is no interest.

Forget about particular models and makers, I will need to find it
comercially but my problem first is to understand what do I need exactly
and how to ask for it, and need help even in the definition of the
problem.

I have formation in physics, and work in development of photogrammetric  
software and tecniques for close range aplications (that is, not aerial).
In this field real photos are modeled as point proyections from world
into CCD, with a model for compensating radial and decentering
distortion.

The ideal lens for this is a pinhole, but is too impractical, you need
too much light and exposure time. I need a real lens that resembles a
pinhole at long distances so focal length does not change. Distortion is
not a problem, can be calibrated and corrected. The optics should be as
fixed as possible, nothing should move between taking two pictures.

In practice I can model some tolerance for variations in focal length,
distortion, and position of the optic axis between photos compared with
calibration, but the final results are better when this parameters change
the little.

Also there is a problem with calibration charts. I can take images from a
know 30 cm card placed at 1 m distance and get precise calibration values
for this parameters. But when the model is 30 meters long at 100 m
distance (ie, a building) distortion and optic axis positions doesn't
move too much (and have little impact in final solution) but focal uses
to change a lot and this is important.

> To be fair to the original poster, he is asking a question which is
> outside the field of interest for most photography enthusiasts. Using
> standard serial production equipment is often a good way to get
> precision optical components at a good price.

Anyway I asked at rec.photo.digital and checked forums that optiker
recomends, but I think I it is not something what architectural
photographers or fuji customers uses to know, but some guidelines related
to lens design and/or/for photogrammetry. I'm not even sure what to ask
for exactly, remember, but is something of quite technical nature.

> The answer to the original question is that this is a specification
> which is normally not given explicitly in the manufacturer's technical
> documentation. Most, but not all, fixed focus length camera lenses

True.

> focus by moving the entire optical assembly. The two main exceptions
> are internal focusing (IF) lenses (mostly expensive long focal length
> lenses) and lenses with close range correction by moving groups of
> elements (mostly wide angle retrofocus lenses such as the Nikkor
> 2.8/24mm).

Most lens design clues today are in getting silent, small, with no
distortion and luminous lenses. That's secondary for me.

I'm even thinking in triying to design my own lens and building it but
I'm pretty sure that I will be reinventing wheel and would take a lot of
work for me.

> IMHO, the best way to ensure that the lens focuses entirely by moving
> the optical assembly is to use something like a bellows unit for
> focusing.  and a suitable lens, possibly one without a focusing mount
> (such as the long discontinued 100mm Bellows-Nikkor)

Probably that is not a very practical solution, because lens should be
compact and with as few mobile parts as possible. But a very simple lens
with just too groups would work fine.

> As a side issue I'm somewhat intrigued by the assertion that the
> Nikkor 1.8/50mm changes focal length by 0.2mm over its focusing range.
> Where does that number come from and is that figure really larger than
> the measurement error?

I wrote 0.2 mm as an aproximate typical value in my projects, not over
all his focusing range, but from the usual distances, say 5 meters, to
near infinity. I can calculate focal length of the lens using calibration
cards with known sizes and with lots of ligth. The exact focal length
value is not known, but the ratio focal length / format size, being
format size fixed.

Focal length should be estimated at each picture with a 1/5000 error, but
can change more between pictures to some unknown extent because bundle
adjustment method could recalculate it, but the more variation the more
chances for bundle not to work.
In my experience a variation of until 1/100 is tolerable, but should also
be reduced if possible to improve final results accuracy.

The lens has a limited depth of field. But with enough ligth I can close
diafragm a lot and focus at hyperfocal distance so when I take a picture
all object are in focus and measure image sizes of known objects at known
distances to check how ratio varies (acounting for distortion)

I'm thinking that another aproach to solve my problem is to look for
fixed lenses with small hyperfocal distance and lock focus ring forever,
but will need lots of ligth...

Thank you for your attention.
Paul van Walree - 29 Sep 2004 18:08 GMT
>The ideal lens for this is a pinhole, but is too impractical, you need
>too much light and exposure time. I need a real lens that resembles a
[quoted text clipped - 6 lines]
>calibration, but the final results are better when this parameters change
>the little.

For a photographic lens with unit focusing the focal length does not
depend on the object distance. Perhaps you are worried about the field
of view instead?

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Rose-colored glasses are never made in bifocals.  Nobody wants to read
the small print in dreams.  Ann Landers

Helge Nareid - 30 Sep 2004 01:49 GMT
[... big snip ...]

>> As a side issue I'm somewhat intrigued by the assertion that the
>> Nikkor 1.8/50mm changes focal length by 0.2mm over its focusing range.
[quoted text clipped - 7 lines]
>value is not known, but the ratio focal length / format size, being
>format size fixed.

That does not in any way convince me regarding you alleged accuracy.
You are speaking of a 0.4% accuracy (i.e. 0.2mm of 50mm) in a quantity
which is not easily measured directly. You really should do an error
analysis of your measurements. Very small errors in the estimation of
your object distance or your image magnification could be manifested
as major errors in your final estimate. Come to think of it, even a
very small error in the estimation of the locations of the nodal
points of the optical system could result in significant errors in the
estimation of the focal length. To be quite honest, I consider that
possibility the most likely explanation of the apparent focal length
change you claim to have to observed.

While I do realize that there are effects which would show up as focal
length changes with working distance (spherical aberration being the
prime candidate), I do not know of any optical systems which would not
potentially display such behaviour at any aperture larger than the
diffraction limited aperture. I can not envision any complex lens
system which would perform better at the sub 1% error range without a
serious (and expensive) calibration and verification procedure.

Finally, in any realistic measurement system, the issue of fault
tolerance has to be considered. If your measurement system is so
sensitive to errors that an error of less than 1% in an (essentially)
invariant parameter is significant, it may not be practical.

Signature

- Helge Nareid
 Nordmann i utlendighet, Aberdeen, Scotland
 For e-mail, please use my initials with the same domain as the posted address

Antonio Martos - 30 Sep 2004 09:37 GMT
> That does not in any way convince me regarding you alleged accuracy.

Well, I have no reasons for claiming what is not true.
Let me note that there migth be diferent accuracies we are talking about,
see later.

> You are speaking of a 0.4% accuracy (i.e. 0.2mm of 50mm) in a quantity
> which is not easily measured directly. You really should do an error
> analysis of your measurements. Very small errors in the estimation of
> your object distance or your image magnification could be manifested
> as major errors in your final estimate. Come to think of it, even a

Worst, I wrote about a 0.02% accuracy...
Believe me I did error all error analysis. My fault if not.
Focal is not so critic. It is quite stable, in fact it is almost linear.
It is almost directly related to the relative size of objects in image
plane to their real size and distance, modelling distortion apart.

A simple relative size measurement with subpixel calibration marks gives
an accuracy in image size of at about 1/10000, and a handheld laser meter
gives you a 1/10000 too in real sizes. There are some practical
difficulties to get to this accuracy sometimes and requires statistical
treatment to do oversampling, but there is no big problem, in some
projects could get to 1/20.000.
1/5000 is rutine, 1/10000 requires some care and 1/20000 is hard but
possible.
Note: All measurements are _relative_, ie, adimensional or angular if you
prefer.

> very small error in the estimation of the locations of the nodal
> points of the optical system could result in significant errors in the
> estimation of the focal length. To be quite honest, I consider that

You don't need to know exactly where nodal points of every lens are to
calculate its empirical focal length. You can explicitally write focal
length from sizes and distances of objects and images, being the mayor
problem to know exact absolute image size (CCD size in mm)

But I didn't claim to measure focal length so accuratelly (in fact I
claim nothing), but how it changes between photos, Don't know focal
length absolute value exactly, but focal legth / sensor size ratio, ie,
angle, a relative measurement. That 0.2 mm change is very acurate by far
in the accuracy range I have, I could say it changes 0.24 mm but I dont
claim to say it is 50.24 mm.

The key is I don't know the exact CCD size, but doesn't matter.

> possibility the most likely explanation of the apparent focal length
> change you claim to have to observed.

I don't know why it changes, just measure it. I can even tell you how
much the principal point of the lens moves and distortion parameters.

A note:

-That 0.2mm change is the tipical expected between two consecutive photos
taken with the lens locked, that is, without moving focus. Sometimes this
value is even smaller and can be unnoticeable.

-When refocusing and trying to set the focus in the same position one day
after, looking at marks tolerace grows to at least 1mm variation in focal
length.

-In "autofocus" mode, that is, moving around the object in a real
situation and allowing focus changes between 5 to infinity meters to the
rigth distance could be 2-3 mm and at all ranges becomes 5 mm (1%)

-But every "sample" of focus length taken from calibration photographs is
at least 1/5000 typical accuracy.

> While I do realize that there are effects which would show up as focal
> length changes with working distance (spherical aberration being the
> prime candidate), I do not know of any optical systems which would not

As I understand it, spherical aberration causes defocusing. Simply
stated: there is not noticeable defocusing in the lenses I use, when well
used, this is easy to see in photos. Even if there is some, the image of
a dot becomes a slightly blurred dot, but its center it's at the same
image point. It has no metric impact and only a ligth impact in accuracy
for subpixel methods.

If you mean distortion as a form of aberration, yes, barrel distortion
changes image size, but it is calibrated and well known for correction
before calculating focal length.

> potentially display such behaviour at any aperture larger than the
> diffraction limited aperture. I can not envision any complex lens
> system which would perform better at the sub 1% error range without a
> serious (and expensive) calibration and verification procedure.

It depends of what value of the lens are you talking about. A (comercial)
lens is very accurate at forming images. Take note that to focus every
pixel in a 12 Mpixel camera requieres some kind of fine accuracy. The
ray_angle_to_pixel function migth not be linear and change bewteen
photos, but it is quite accurate in a single photo when modelled
correctly (less than 20 numerical parameters to model).

I don't need a lens with 50.323456 mm focal legth, I need any lens, that
doesn't move (much) its focal length, not in a year lapse, just between
two consecutive takes or one day to another and even when changing
focusing. How "much" ? as little as possible. 0.4% for fixed focus
(playing with hyperfocal distance) and 4-6% for "autofocus" variations
works fine as a reference, 20-25% variations as in some IF lens are not
acceptable.

Focusing fixed at hyperfocal distance works fine with most lenses, but it
is not always practical (note that pictures are taken outdoors and
sometimes from cranes or even helicopter)

> Finally, in any realistic measurement system, the issue of fault
> tolerance has to be considered. If your measurement system is so
> sensitive to errors that an error of less than 1% in an (essentially)
> invariant parameter is significant, it may not be practical.

Some background: I was using and working on this measurement system for 5
years now to measure real objects and I can asure you that even with some
dificulties (like the fact that some lenses do not behave as I would
like) measures obtained by this method (a few thousands per project) fit
with real measures. It is already practical, what I try is to improve it.
Ray proyection and intersections are correct, for sure, and that means
that modelled camera parameters are right too. The influence of every
parameter in solutions is of geometric nature and easy to analize.
Nothing new, its a photogrametric software tool.

It can tolerate any change in focal length, but the more variation, the
more uncertainity and more redundant measurements are needed. It should
figure as an unknown parameter with instead of a known parameter. The
numerical method is a fitting one with bundle adjustment. So if you want
a fast solution it is a must to give some range estimations for the
unknown values, the narrower the better. I know, for example, that my CCD
heigth to width ratio is fixed, this is quite obvious and is a very
important optical parameter to know.
´
Would be nice to being able to narrow the focal length range too, there
is no definite goals, any improvement would work.

Does this give a better understanding of the problem? Thanks for your
patience.
Antonio Martos - 30 Sep 2004 09:44 GMT
>> As a side issue I'm somewhat intrigued by the assertion that the
>> Nikkor 1.8/50mm changes focal length by 0.2mm over its focusing
[quoted text clipped - 4 lines]
> all his focusing range, but from the usual distances, say 5 meters, to
> near infinity. I can calculate focal length of the lens using

Wrong!
My fault, I was confusing the thread... sorry
Above should read " 2 mm " or maybe even 4mm, instead of "0.2mm"

0.2mm is the typical change when focus is locked.
Robin Hull - 29 Sep 2004 10:40 GMT
<snip>
> As a side issue I'm somewhat intrigued by the assertion that the
> Nikkor 1.8/50mm changes focal length by 0.2mm over its focusing range.
> Where does that number come from and is that figure really larger than
> the measurement error?

If none of the lens separations change, as I believe is the case for
this lens, then of course true paraxial focal length does not change.
Measuring focal length of a wide-ish field lens with significant
uncorrected aberrations is a non-trivial exercise.

I would guess that the original poster is measuring a calibration
value which factors in distortion and defocus to balance spherical
aberration, field curvature etc. In this case a 0.2mm variation with
focus is perfectly believable.

Robin.
Helge Nareid - 30 Sep 2004 01:02 GMT
><snip>
>> As a side issue I'm somewhat intrigued by the assertion that the
[quoted text clipped - 6 lines]
>Measuring focal length of a wide-ish field lens with significant
>uncorrected aberrations is a non-trivial exercise.

I am in complete agreement with the above, which is why I query the
accuracy of an alleged measurement of 0.4% deviation over the
operational range. If valid, it is a pretty impressive measurement of
a non-trivial quantity.

>I would guess that the original poster is measuring a calibration
>value which factors in distortion and defocus to balance spherical
>aberration, field curvature etc. In this case a 0.2mm variation with
>focus is perfectly believable.

I would agree that all of those parameters are _somehow_ included in
the measurements, but are they really properly calibrated and
accounted for? My guess is that the 0.2mm variation - _if_ accurately
measured - is a consequence of  the above factors, with no real
analysis being applied to where the variation is coming from. This is
relevant regardless of which lens is being used for the final
application, since those factors are going to be present for any lens
system with an aperture larger than a diffraction limited pinhole.

Signature

- Helge Nareid
 Nordmann i utlendighet, Aberdeen, Scotland
 For e-mail, please use my initials with the same domain as the posted address

Robin Hull - 30 Sep 2004 08:16 GMT
> ><snip>
> >> As a side issue I'm somewhat intrigued by the assertion that the
[quoted text clipped - 25 lines]
> application, since those factors are going to be present for any lens
> system with an aperture larger than a diffraction limited pinhole.

Even with pinholes you need to define the mechanical back focus to get
meaningful repeatability. Nailing down all the variables is not easy,
and even if you do that I have to wonder how useful a true paraxial
focal length value is in practical terms.

A practical calibration method that I have frequently used is to
measure loads of image heights against angles (or object height for a
relay) and fit the resulting data set to the function:
     h=f tan(theta) + a tan^3(theta) + b tan^5(theta) etc. (more or
less terms depending upon the likely complexity of the distortion
function)

The value of f falls straight out of this and you can extract
distortion values at any angle from:
     d=[a tan^2(theta) + b tan^4(theta) etc.]/f
You can also find distortion maxima, and the field angles at which
they occur, by taking the first differential of this.

This is all very useful for most practical purposes, but how close is
f to a true paraxial value? Unless the lens is strictly telecentric,
then that depends upon the choice of focal plane.

Robin.
CR Optiker - 27 Sep 2004 20:08 GMT
> Any recomendation? Any website or catalog where I can check this
> caracteristics or any clue o keyword to look for.

Bob May had it right. Try rec.photo.digital, or try...

http://www.stevesforums.com/forums/view_forum.php?id=16 for Fuji discussion
group

http://www.stevesforums.com/forums/view_forum.php?id=81 for discussion
group that specializes in architectural photography

Optiker
 
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