Are there 39mp & 50mp+ Test Bodies in the Wild? [CR1]

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jrista said:
The answer is NO. Simply adding a TC does not change the number of megapixels your camera has. It only magnifies the subject. The output of Camera A will be a PART of the subject, in high detail. The output of Camera B will be THE WHOLE subject, in high detail.

One could always take multiple shots with the 2xTC and stitch together. :P See: http://www.shen-hao.com/PRODUCTSabout.aspx?i=1012&id=n3 and DSC3212 on Vimeo.

EDIT: Video doesn't embed properly, so click the link at the bottom.
 
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Ray2021 said:
As always we have descended into "I-need-120MP-on-a tiny area-cuz-I-can-argue-it-will-work".

Prior to the 1DX and 5D-III release, the same crowd (you know who you are, you have spent hours typing pages on here selling the same old 3 day old fish) screamed for 40+ MP and were bitterly disappointed when Canon went the low MP route for both bodies.

Its not about what you "want"...its about what they can sell in a profitable way in a competitive market.
Most pros own a 1DX... not 7D... so much for the high MP whining. Every flagship that Nikon and Canon have released so far have been lower MP while they release high MP APC and consumer grade bodies for the "My-MP-is-Bigger-than-your-MP" crowd.

I guess learning comes a tad slow... but there is no harm in asking....please continue :)

Wasn't the 1Ds Mark III the flagship? Didn't it have higher MP than the rest of the cameras at the time?
 
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wickidwombat said:
sanj said:
Am happy that this is in the 1d style bodies. As I believe such hi mpx is for hi end use and pretty useless for general photographers.
what elitest hogwash! ::) -100 for such an arrogant and ill concieved post
I for one dont want an overbulky 1D style body as many others do not want them either
there is no reason or need for them these days. infact the Smaller 5D style body is better for a high MP audience since its more compact and lighter its less bulk and weight to carry around hiking to get to that magic landscape shooting location to take advantage of the billions of pixels.
and in the studio with that many megapixels its going to be shot like a medium format. On a tripod and tethered capturing the whole area then cropping later as desired.

Ohh brotherrrrr!!!! Wow. THANK YOU so much for taking time to read my comment and clearly stating what you feel.
As much as I wish, Elite I am not, but I will expand on my arrogant hogwash.
I believe 1d size body is that size for many more reasons than just a large battery. It gives it more processing power for things that matter to many (and nice things to have anyways): fps, shutter lag, VF blackout, duel cards, overall responsiveness etc.

Now, it would be awesome to have a high MP camera which is not totally to its potential because is it in a smaller size body. That's my point.

Further, all landscape photographers generally need a tripod to create their masterpieces and as you mentioned it would be mounted on a tripod in the studio. So the size does not matter if a tripod is being used/carried anyways.

In any case Canon will not design this camera based on what you or I think, they will make it best for the high mp. Hoping they have a super camera in 1d size body.

Regards!
 
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sanj said:
wickidwombat said:
sanj said:
Am happy that this is in the 1d style bodies. As I believe such hi mpx is for hi end use and pretty useless for general photographers.
what elitest hogwash! ::) -100 for such an arrogant and ill concieved post
I for one dont want an overbulky 1D style body as many others do not want them either
there is no reason or need for them these days. infact the Smaller 5D style body is better for a high MP audience since its more compact and lighter its less bulk and weight to carry around hiking to get to that magic landscape shooting location to take advantage of the billions of pixels.
and in the studio with that many megapixels its going to be shot like a medium format. On a tripod and tethered capturing the whole area then cropping later as desired.

Ohh brotherrrrr!!!! Wow. THANK YOU so much for taking time to read my comment and clearly stating what you feel.
As much as I wish, Elite I am not, but I will expand on my arrogant hogwash.
I believe 1d size body is that size for many more reasons than just a large battery. It gives it more processing power for things that matter to many (and nice things to have anyways): fps, shutter lag, VF blackout, duel cards, overall responsiveness etc.

Now, it would be awesome to have a high MP camera which is not totally to its potential because is it in a smaller size body. That's my point.

Further, all landscape photographers generally need a tripod to create their masterpieces and as you mentioned it would be mounted on a tripod in the studio. So the size does not matter if a tripod is being used/carried anyways.

In any case Canon will not design this camera based on what you or I think, they will make it best for the high mp. Hoping they have a super camera in 1d size body.

Regards!

eh ok i might have read your previous post the wrong way but it did sound a bit like keep it a 1D to keep the rif raf out kind of thing. sorry for giving you such a spray.

the bulk has no bearing on any of the 1D benefits, processing power can easily fit into a 5d sized body
VF blackout i love this on the 1D bodies wish i was carried over to the 5D
AF linked metering, more customiation ability
1 button press to enable bracketing - awesome there are so many 1D features that make it a 1D
only really have a 1D do you realise how much stuff the other models miss out on, stuff
however the time of the massive brick of a camera being the badge of honour showing that someone is a proffessional are long gone, some people use grips for legitimate reasons big hands, more comfortable for them, actually prefering to use the portrait shooting buttons.
many more use grips to try and look more impressive...

I use my 1Dmk3 still because of the bombproof build and where i use it wont use another series camera because anything without the latest L weather sealing lenses or 1D build would have a very short lifespan.
however I would LOVE to have a small camera to use built to the same standard.
while I love my 5Dmk3 its not going to hold up to the punishment a 1D body can take

remember back in the day when there was a choice if your 1V had the extra bulk of the HS or if it was just a nice 1V if the 1DX was available sans grip i would buy one.

battery tech these days means they could easily have all the functionailty voltage processing power no mode dial wheel, the works in a gripless body
 
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jrista said:
dlleno said:
As for the question posed by PerfectSage, there does appear to be a real and practical answer, or at least rule of thumb, which would guide one towards the goal of advantaging all of that 116 lp/mm resolving power of the 7D sensor, and that is to choose optics that will present an image to the sensor with enough inherent detail. if the source image truly does not contain the detail, the sensor will not find any that isn't there. Whether or not that goal is a good one or not can be debated of course

Technically speaking, there is an asymptotic relationship in terms of spatial resolution. You can never actually achieve the same spatial resolution as the highest resolving component in an optical system. As you approach it, you begin to experience diminishing returns. Lets say you have a lens capable of resolving 86lp/mm. Nothing you ever do can ever allow you to resolve 86.1lp/mm...your upper bound is the resolution of the lens itself. At best, you could reach 85.99999999999... lp/mm, assuming you had a sensor with literally infinite resolution. You would need something like an f/0.3 lens to resolve around 115lp/mm of resolution, and approach the 116lp/mm of the 7D. Total "system spatial resolution" is derived from the RMS of the "blur circle" of each component in an optical system. The size of the airy disc at a given aperture in the lens, blur introduced by any and all TC's, the size of a pixel in the sensor, and if you want to get really accurate, the size of the blur introduced by low-pass and IR cut filters. Taking the RMS of each of those will give the the size of the blurry disc of a single point light source resolved by the entire system. Taking the reciprocal of that divided by two will give you the spatial resolution of the system as a whole in lp/mm.

very nice explanation Jrista, and the first coherant technical epistle I've seen here regarding the effects of lens choice as regards the resolving power of the sensor, both the contribution of individual components and the asymptotic behavior of the function. Essentially, the 1/(2 * RMS) method suggests that when one component in the system is replaced by one that is significantly worse than the previous aggregate, that the effects will probabaly be noticed. Moreover, the effect of such a substitution will be more noticeable with there are fewer components in the system. Accordingly, using the approximation of only two components (the sensor/lpf and the lens), one can easily see that the choice of lens will influence the overall resolving power of the system. Captain obvious, to be sure, but one could model the equation and see the effects (on end-2-end resolving power) of choosing one lens over another, an excersize left "to the reader", lol. . I suspect most would rather look at photos though :D
 
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Thank you jrista. FTM50 is better that FTM 0%.

Why not to go a step further for the fun: FTM 100%?

Let's see what is a contrast of 100%.
A picture of black and white lines, with a perfect optic, can for a particular spatial distribution give a contrast of 100%. In this case, the distribution is sinusoidal with min = 0 and max = 1.
http://www.flickr.com/photos/jeanrouck/6240117829#

The contrast value is there : 100% = ( 100 + 0 ) / ( 100 - 0 )
black is 100 and white is 0.
http://www.flickr.com/photos/jeanrouck/6240565328/#


For a FTM 50%, the darkest is 75%of grey and the brightest is 25 % of grey.
contrast : 50% = ( 75 - 25 ) / ( 75 + 25 )
So we are far away from the original black and white lines.

Remark : If Imax / Imin = 3 , the contrast is 50 %.
(100-33) / ( 100 + 33) = 50%
(75 - 25 ) / (75 + 25) = 50%
(30 - 10 ) / (30 + 10) = 50%

Maybe , this pictures help to see (undestand) that the number of pixels will never change the grey pixels in white and black pixels. But one day, tools like the Richardson–Lucy deconvolution could help a little to find the original values and than more information will give better pictures.


Zeiss do a good job about FTM: to read before dreaming about High MPx body.

Here is a picture with a part of the original sample, a 24Mpix pict of the sample and 12 Mpix pict of the sample..
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild13/$File/Bild_13.jpg
So you can see how a little black line is transformed, with a 12 MPx and a 24 MPx, in grey lines.


More informations about real lens:

http://www.zeiss.de/C12567A8003B8B6F/EmbedTitelIntern/CLN_30_MTF_en/$File/CLN_MTF_Kurven_EN.pdf

Measuring lenses objectively – Part 2
http://www.zeiss.com/C12567A8003B8B6F/EmbedTitelIntern/CLN_31_MTF_en/$File/CLN_MTF_Kurven_2_en.pdf

Here are the pictures of the examples.
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild1/$File/Image_01.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_02.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_03.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_04.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_05.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_06.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_07.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_08.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_09.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_10.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_11.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_12.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild2/$File/Image_13.jpg
http://www.zeiss.com/C12567A8003B8B6F/GraphikTitelIntern/CLN31MTF-KurvenBild14/$File/Bild_14.jpg

http://www.zeiss.com/C12578620052CA69/0/4FAB9EF851C018C5C12578D200405960/$file/cln_35_bokeh_en.pdf
 
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IF two sensors (39 and 50 Mpx) are out there, it could be they are planning release two cameras, one 39Mpx in a 5D type body (5Ds ?) that would be a competition for the D800, and later a 50Mpx camera in a 1D type body (1Dxs ?) to counter a future D4x(s).

This way everyone would be happy.

However I'd like to add my two cents about high res. cameras, and the fact that a lot of people seem to dismiss them on the pretext no one needs them, and 20Mpx are good enough for everything.

I can understand people are happy with their cameras and 18Mpx suit their needs, but some folks have other requirements. It's like if you would have said 20 years ago no one needs 4x5 or 8x10 cameras, 35mm is good enough for everyone. People who need high resolution sensors usually don't make 1000 pictures per day, it's about studio work, or architecture, or industrial photo, where quality is more important than quantity. When you work in a studio, you can spend hours on a setting before you even press the shutter, then all you need is a few frames, but with as much quality as you can deliver.

Nobody shoots wildlife or sports with a 4x5 camera, that doesn't mean 4x5 cameras were (are) useless for other styles of photography.
 
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Mikael Risedal said:
My good, you Jrista have great difficulties to discuss one thing at a time, you mixing apples with pears in a mess
What are we discussing? how high resolution a good lens can resolve?, how many pixels we can have a benefit from??

The answer to that last question is infinity, except for limitations on the technical side of sensor design and production. Cell phone sensors are down to 1.25 micron pixels or so which would equate to 28,800x19,200 or 553 megapixels on a full-frame sensor, so the current limitation isn't on the technical side of sensor fabrication for large sensors. Eric Fossum (the guy that invented the active pixel CMOS sensor) believes we'll have gigapixel sensors in our lifetimes.
 
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jrista said:
Lee Jay said:
jrista said:
Lee Jay said:
jrista said:
You still have a very skewed idea, or simply bad terminology, in describing what you are actually experiencing with a TC, though, Lee Jay. Your previous argument in that other thread, that the virtual image of the sensor shrinks when it is observed by looking through the lens into the camera is not indicative of what is really occurring. A teleconverter does not change how many megapixels you have, nor does it change the resolution of the lens.

No, but it has the same effect as doing either one.

The effects are different.

They are the same. Smaller pixels and longer focal length, both given the same aperture diameter, do the same thing. See for yourself:

http://photos.imageevent.com/sipphoto/samplepictures/Pixel%20density%20versus%20teleconverters.jpg

You are only thinking pixel size, which I guess is one way to look at it.

Yes, that is the subject we are discussing - is there a point to smaller pixels given the lenses we have available, to which the answer is obviously "yes", as can be shown by simple math and by examples from TCs which show you what the center of the image would look like with smaller pixels.

If you are referring to optical system resolution, rather than spatial resolution, then I agree. However you keep applying the units "lp/mm" to system resolution, which feels like a major conflation to me. Assuming the optical spatial resolution of the entire lens setup (original lens + TC) remains the same (which is generally impossible when adding a TC, as it reduces your REALTIVE aperture, which implicitly means your optical spatial resolution of THE ENTIRE LENS SETUP is reduced), the final system spatial resolution will be lower than that of the lens or the sensor, as it is the root mean square of the blur each individual component.

I can't even believe you just said that. So, adding a TC reduces optical spacial resolution? Better throw them all out then.

A TC doesn't change optical resolution.
In the context of scientific astrophotography, the imaging devices used are orders of magnitude more expensive than a consumer-grade sensor.

Which is irrelevant since I was talking about using $50 Walmart webcams for astro imagining. Or, if you want to go high-end, something like a Flea-3, which is a better version of the same thing.

Lee Jay said:
The notion that a camera can usefully resolve anything at MTF 9% (Reighley) is also pretty ridiculous.

Except that we do so all the time, in astro stuff.

You need to back that up with some actual examples...
Better ask Damian (one of the best amateur planetary imagers in the world) why he shoots 5.6 micron pixels at f/30 instead of his scope's native f/11:

http://www.damianpeach.com/best.htm

Look, the facts are simple. If you want to see how a particular lens would perform on a camera with four times as many pixels as your current camera, simply add a good quality 2x TC and see for yourself how the center of that hypothetical sensor would look with the bare lens. Period.
 
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LetTheRightLensIn said:
K-amps said:
LetTheRightLensIn said:
K-amps said:
Forget 50mp... just let me swap out my 5d3 sensor for something with NO AA filter...

While Canon is at it... please play nice with Sony and Sigma and get us a 16DR with Foveon type non-bayerless 22mp sensor with 5d3 type high ISO performance.


Wake up... what a wet dream that was...


5D3 without AA filter would be pretty moire and aliased though no? it's only 20D photosite density

:-) True, if I was into shooting fabrics.

what about ripples on a lake or fallen leaves on a forest floor or jagged rocks, etc. :D

Good point: I doubt ripples will be that consistent to fool the demosaicing algo's... Leaves probably not, they are too random, and jagged rocks too... not saying it is impossible, just saying it will be too far between to be an issue. OTOH I could gain some resolution without the AA filter in the way... rest will be PP'ed.
I don't shoot video... so PP'ing stills is not a huge deal for me...
 
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Lee Jay said:
I can't even believe you just said that. So, adding a TC reduces optical spacial resolution? Better throw them all out then.

A TC doesn't change optical resolution.

Lee Jay -- are you really saying that the TC will not introduce diffraction artifacts due to the change in aperture, and that the additional glass elements will present or expose no further optical abberations in the image presented to the sensor? Please do explain the conditions under which modifying the optical system by adding a piece of glass cannot change it's optical resolution properties.
 
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dlleno said:
Lee Jay said:
I can't even believe you just said that. So, adding a TC reduces optical spacial resolution? Better throw them all out then.

A TC doesn't change optical resolution.

Lee Jay -- are you really saying that the TC will not introduce diffraction artifacts due to the change in aperture, and that the additional glass elements will present or expose no further optical abberations in the image presented to the sensor?

First one yes, second one no.

Diffraction (angular resolving power of the optical system) goes with aperture, not f-stop. That's why telescopes are sold by aperture and not by focal length and f-stop (well, light gathering does as well and that's the second reason telescopes are sold that way). The only reason f-stop was in the formula I posted was because that wasn't angular resolution of the optical system (which is what we're really after), it was spatial resolution at the sensor.

sin theta = 1.22 * lambda / D where D is the diameter of the lens' aperture. A teleconverter doesn't change D and so it doesn't change theta.

http://en.wikipedia.org/wiki/Angular_resolution

I already said TCs are actually slightly worse than small pixels because of aberrations. Fortunately, TCs are close to optically perfect these days so the degradation is quite small. Regardless, this works in favor of my argument - a TC will give a good simulation of how a lens would perform on smaller pixels. In fact, the smaller pixels will perform better so this TC test is a worst-case.
 
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Lee Jay said:
jrista said:
You are only thinking pixel size, which I guess is one way to look at it.

Yes, that is the subject we are discussing - is there a point to smaller pixels given the lenses we have available, to which the answer is obviously "yes", as can be shown by simple math and by examples from TCs which show you what the center of the image would look like with smaller pixels.

No, the topic we were discussing is whether adding a TC is exactly the same and just as good as using a sensor with a higher pixel density by the same factor as the TC added. Its a bit more complex than simply stating "well we are just talking about pixel size".

Lee Jay said:
If you are referring to optical system resolution, rather than spatial resolution, then I agree. However you keep applying the units "lp/mm" to system resolution, which feels like a major conflation to me. Assuming the optical spatial resolution of the entire lens setup (original lens + TC) remains the same (which is generally impossible when adding a TC, as it reduces your REALTIVE aperture, which implicitly means your optical spatial resolution of THE ENTIRE LENS SETUP is reduced), the final system spatial resolution will be lower than that of the lens or the sensor, as it is the root mean square of the blur each individual component.

I can't even believe you just said that. So, adding a TC reduces optical spacial resolution? Better throw them all out then.

A TC doesn't change optical resolution.

YES, adding a TC reduces optical spatial resolution, because it reduces the RELATIVE APERTURE. Diffraction is dependent on aperture. For a small table, so we all (you, me, and other readers) have the same reference information:

Diffraction-Limited ApertureMTF 50 (lp/mm)
f/1691
f/1.4494
f/2346
f/2.8247
f/4173
f/5.6123
f/886
f/1163
f/1643
f/2231

If you start out with an f/4 lens, without a TC your lens could achieve up to 173lp/mm, if it was diffraction limited. A non-diffraction limited lens, one which is aberration limited, would have LESS spatial resolution due to the blurring caused by aberrations. If you add a 2x TC to that f/4 lens, regardless of what the focal length ends up being, the aperture is now f/8. That explicitly limits you to 86lp/mm optical spatial resolution on the upper bound, assuming you are, again, diffraction limited, and not aberration limited.

So YES, adding a TC has the effect of REDUCING MAXIMUM POTENTIAL SPATIAL RESOLUTION. Its physics. There is no way around that fact.

What you are referring to is magnification. Adding a TC enlarges the subject, so the portion of the subject that is projected through the lens and onto your sensor is LARGER. It would be similar to moving 1.4x or 2x closer to your subject without the TC...except that if you move closer rather than adding a TC, your relative aperture remains larger, which means the upper bound on spatial resolution remains higher.

I don't know how else to explain it, but magnification and spatial resolution are disjoint. You can technically increase subject magnification without changing your spatial resolution. You could also increase your spatial resolution without magnifying your subject. The two are independently variable. Examples of achieving each optically:

1. Double magnification while maintaining spatial resolution:
- Swap a 400mm f/4 lens for an 600mm f/4 lens.
- Same relative aperture, 2.25x larger subject.
- Subject size in-frame is relative to the square of the ratio of the focal lengths: (600/400)^2 = 1.5^2 = 2.25
2. Double spatial resolution while maintaining magnification:
- Swap a 400mm f/8 lens for a 400mm f/4 lens
- Same subject size, double the relative aperture
- Diffraction-limited spatial resolution increases from 86 lp/mm to 173 lp/mm
3. Quadruple magnification while halving spatial resolution:
- Add a 2x TC to a 400mm f/4 lens
- Half the relative aperture, 4x larger subject
- Diffraction-limited spatial resolution drops from 173lp/mm to 86lp/mm
- Subject size in-frame is relative to square of the ratio of the focal lengths: (800/400)^2 = 2^2 = 4

As you can see, despite losing spatial resolution with a TC, adding a 2x TC QUADRUPLED the size of your subject relative to the same sensor frame. You doubled the amount of resolved detail, despite the loss in spatial resolution...thanks to magnification.

Lee Jay said:
Lee Jay said:
The notion that a camera can usefully resolve anything at MTF 9% (Reighley) is also pretty ridiculous.

Except that we do so all the time, in astro stuff.

You need to back that up with some actual examples...
Better ask Damian (one of the best amateur planetary imagers in the world) why he shoots 5.6 micron pixels at f/30 instead of his scope's native f/11:

http://www.damianpeach.com/best.htm

Look, the facts are simple. If you want to see how a particular lens would perform on a camera with four times as many pixels as your current camera, simply add a good quality 2x TC and see for yourself how the center of that hypothetical sensor would look with the bare lens. Period.

Sure...but you've just invoked cropping. Who buys a 500mp sensor to crop out the middle 18mp? Let's stop equivocating here. There is a huge difference between quadrupling pixel density in a FF sensor, and adding a TC. With the TC, you only get the center 25% crop. With a FF sensor with quadruple the density, you get the whole subject. Equivocating by saying something along the lines of "My 400mm lens with a 2x TC is the same as having a 369mp sensor" is a fallacy. The 369mp sensor is capable of resolving a 4x more area of your subject with the same amount of detail as the 2x TC. That is a HUGE difference. That is a full two orders of magnitude difference.

The terminology you use in your approach to explain what a TC is doing for you is misleading. You are not increasing spatial resolution, which is what it sounds like you are doing when you equate the effect of magnification offered by a TC to using a higher density sensor of the same physical dimensions. You are magnifying your subject at a lower spatial resolution. The math here isn't all that complex. Apertures, diffraction, spatial resolution, magnification. It's all pretty basic, and no amount of wordmincing and dancing around the heart of the debate will get you past the facts.

* TC's magnify.
* Higher density sensors resolve more.

Two very different things.
 
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Lee Jay said:
dlleno said:
Lee Jay said:
I can't even believe you just said that. So, adding a TC reduces optical spacial resolution? Better throw them all out then.

A TC doesn't change optical resolution.

Lee Jay -- are you really saying that the TC will not introduce diffraction artifacts due to the change in aperture, and that the additional glass elements will present or expose no further optical abberations in the image presented to the sensor?

First one yes, second one no.

Diffraction (angular resolving power of the optical system) goes with aperture, not f-stop. That's why telescopes are sold by aperture and not by focal length and f-stop (well, light gathering does as well and that's the second reason telescopes are sold that way). The only reason f-stop was in the formula I posted was because that wasn't angular resolution of the optical system (which is what we're really after), it was spatial resolution at the sensor.

sin theta = 1.22 * lambda / D where D is the diameter of the lens' aperture. A teleconverter doesn't change D and so it doesn't change theta.

http://en.wikipedia.org/wiki/Angular_resolution

I already said TCs are actually slightly worse than small pixels because of aberrations. Fortunately, TCs are close to optically perfect these days so the degradation is quite small. Regardless, this works in favor of my argument - a TC will give a good simulation of how a lens would perform on smaller pixels. In fact, the smaller pixels will perform better so this TC test is a worst-case.

First, telescopes are marketed by their physical aperture dimensions because they only have a a fixed aperture. The aren't like a photography lens, where the aperture is adjustable. There is no need to market telescopes in any other way because any other way simply doesn't apply.

You are misunderstanding what a TC does. A teleconverter is a magnifying glass. It simply enlarges what the original lens projects. It magnifies everything....including diffraction. You cannot add a TC to a lens an not increase the effects of diffraction, despite the facts you just described above. Here is another formula, for the physical size of an airy disc:

Code:
D = 2.44 x λ x f#

Note the fact that the RELATIVE APERTURE, or FOCAL RATIO, is what matters here...not the size of the entrance pupil. The size of an airy disc is of intrinsic importance to diffraction's effects at the sensor. The size of an airy disc is dependent on F-Number, which means the addition of a TC most definitely has an impact on spatial resolution, since it will increase F-Number by the same factor as the TC used (f/4 * 1.4 = f/5.6; f/4 * 2 = f/8, f/5.6 * 1.4 = f/8, etc.)

BTW, my formula above...it comes from the same wiki page you linked. Just a little farther down below angular resolution is the description of spatial resolution:

A similar result holds for a small sensor imaging a subject at infinity: The angular resolution can be converted to a spatial resolution on the sensor by using f as the distance to the image sensor; this relates the spatial resolution of the image to the f-number, f/#:

Code:
dl = 1.220 * (f * λ) / D
   = 1.220 * λ * f#

Since this is the radius of the Airy disk, the resolution is better estimated by the diameter, 2.44λ * F#.
 
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jrista said:
Lee Jay said:
jrista said:
You are only thinking pixel size, which I guess is one way to look at it.

Yes, that is the subject we are discussing - is there a point to smaller pixels given the lenses we have available, to which the answer is obviously "yes", as can be shown by simple math and by examples from TCs which show you what the center of the image would look like with smaller pixels.

No, the topic we were discussing is whether adding a TC is exactly the same and just as good as using a sensor with a higher pixel density by the same factor as the TC added.

Yes, that's what I said.

Lee Jay said:
If you are referring to optical system resolution, rather than spatial resolution, then I agree. However you keep applying the units "lp/mm" to system resolution, which feels like a major conflation to me. Assuming the optical spatial resolution of the entire lens setup (original lens + TC) remains the same (which is generally impossible when adding a TC, as it reduces your REALTIVE aperture, which implicitly means your optical spatial resolution of THE ENTIRE LENS SETUP is reduced), the final system spatial resolution will be lower than that of the lens or the sensor, as it is the root mean square of the blur each individual component.

I can't even believe you just said that. So, adding a TC reduces optical spacial resolution? Better throw them all out then.

A TC doesn't change optical resolution.

YES, adding a TC reduces optical spatial resolution, because it reduces the RELATIVE APERTURE. Diffraction is dependent on aperture.

Wrong, and right - diffraction is based on aperture, not relative aperture.

http://en.wikipedia.org/wiki/Rayleigh_criterion#Explanation

sin theta = 1.22*lambda/aperture diameter

You're conflating resolution at the sensor in lp/mm (which is largely irrelevant) with optical angular resolution (which is what we care about - what details in the scene can be resolved).

Look, the facts are simple. If you want to see how a particular lens would perform on a camera with four times as many pixels as your current camera, simply add a good quality 2x TC and see for yourself how the center of that hypothetical sensor would look with the bare lens. Period.
Sure...but you've just invoked cropping. Who buys a 500mp sensor to crop out the middle 18mp?

I do, as do many others. If you have a better way to simulate the performance of our current lenses on a hypothetical and not-yet-built higher-pixel-count sensor than using TCs and our current sensors, please cough it up. And I don't mean buying a $50,000 lens projector, I mean using stuff I actually have.
 
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Lee Jay said:
You're conflating resolution at the sensor in lp/mm (which is largely irrelevant) with optical angular resolution (which is what we care about - what details in the scene can be resolved).

It can't be irrelevant...because the resolution AT THE SENSOR is WHAT THE SENSOR cares about (and therefor, what I care about in the context of this discussion.) Spatial resolution of the real image (the projection of the lens at the focus, no focal, plane...at the sensor's surface) is exactly relevant when discussing what a sensor is actually resolving and registering, and what is converted into a digital image by the ADC, as compared to what a TC is doing to that very same real image. The ability of a lens to discern detail at the focal plane, in the virtual image, is not in the context of the discussion here. The focal plane could be twenty feet away, it could be a thousand feet away, but that won't change the spatial resolution of the real image projected by the lens onto the sensor.

I think your inverting the problem, and thinking about everything exterior to the camera. Spatial Resolution of the image projected by the lens onto the focus plane (which exists INSIDE the camera AT the sensor) is quite explicitly what I am referring to. I don't see how you could logically discuss anything else when comparing the effects of magnification by a TC in relation to increasing sensor spatial resolution...all of that exists inside the camera, behind the aperture, not outside in the real world relative to the front element of a lens or its entrance pupil.
 
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You are seriously talking past each other now, and things are mixed up beyond belief.

Disregarding the real-world effects of a TC (increased reflection and absorption losses, decrease in sharpness due to optical imperfections) from now on through this entire post: Yes, of course a TC magnifies the diffraction circle by exactly the same amount as the rest of the image. But that is also the point; the object referred diffraction is already determined at the front of the optical system, by the entrance pupil (as long as we're within reasonably Gaussian systems, for microscopes and other applications with very high magnification you need to look at angular aperture in stead of numerical aperture). A teleconverter will magnify both this object referred diffraction and target detail, a wide-converter will decrease magnification on both diffraction and target detail. It varies the projected image magnification and not the angular object referred diffraction, which is what optically limits your target resolution.

[quote author=jrista]
You are misunderstanding what a TC does. A teleconverter is a magnifying glass. It simply enlarges what the original lens projects. It magnifies everything....including diffraction. You cannot add a TC to a lens an not increase the effects of diffraction, despite the facts you just described above.
[/quote]

What YOU forget to mention in your little maths excursion under the qouted text above is that the f/# number also implicates that you have a reproduction scale. This indicates both that you're within Gaussian optics rules (as opposed to in microscopy, where angular aperture is the metric used) and that you have an Airy disc diameter that is constant with f/# on the image plane. A 50mm used on f/11 will give the same Airy disc size on the sensor as a 100mm f/11 used on teh same sensor.

But the target magnification (reproduction ratio) is twice as high on the 100mm option, so you have:
-same Airy disc size on the sensor
-twice the reproduction ratio!

This means that if you shoot a side view of say "a car" from a distance where 50mm would give you a car length of 500 pixels on the image and a diffraction effect of maybe 3 pixel widths, using the 100mm lens at f/11 would give a car size on the sensor of 1000 pixels, but still a diffraction effect of 3 pixels - and that means that you've halved the diffraction effect on the car, i.e halved the angular object referred diffraction. Doubled the optically limited usable target resolution - since you doubled the entry pupil size.... (50/11 = 4.5mm pupil, 100/11 = 9mm pupil)

Diffraction and Airy disc size are linearly scaled by the same constant since the angular diffraction in front of the lens depends on the entry pupil diameter and nothing else (until you hit the Gaussian model limit, see angular aperture). If the airy disc covers, say, a one inch detail on an object far away, the SAME one inch detail will be covered by the exact same relative Airy disc, no matter what magnification/resolution you inspect the projection with in the image plane.

This isn't actually very hard to see in reality (most of us do have a zoom lens available I suppose?)
Take one shot at say 100mm and F11 of a distant object. With the same camera, directly after that take another shot aimed at the same target from the same distance, but now with 200mm and F22. They both have the same entrance pupil diameter (9mm), and they're both into diffraction limited range on most modern sensors.

Which of the two will have the highest target resolution?
Since one has twice the target reproduction ratio or magnification we need to either downsample the 200mm image or upsample the 100mm image to compare them at equal size presentation. And unless your aperture calibration is seriously off on the lens you use, the 200mm F22 shot will have equal or better target resolution!

Don't doubt, try for yourself.

In astro (which is a purely Gaussian limited application with ordinary systems, with infinity focus targets) this is extremely important, since the angular resolution in front of the lens is determined by the entrance pupil. NOTHING you do behind that can make things better, in any way. It doesn't matter what focal length you use, the entrance pupil determines how small the (infinity distance) details you can accurately resolve optically is. Within practical limits of course, but this depends more on lens manufacturing and smallest available pixel size with good performance. You won't find many spectacularly detailed shots of the moon taken with a 24mm lens.

Keeping the entrance pupil constant: If you use a shorter focal length you get a smaller reproduction ratio, and you need smaller pixels to accurately resolve the optical projection image. Use a longer focal lens, and you can use larger pixels. It will not in any way have an effect on the object space angular resolution of the system, you just adapt the sensor resolution to fit the optical resolution.

So: You get the same optical far-field target resolution (again using the elusive "perfect" TC) if you use a 400/4.0 with 2x TC, as if you use an 800/8.0 on the same camera, or indeed as you do if you use a 400/4.0 on a half size (quarter area) sensor with the same amount of pixels. Diffraction limitation of the target does not change, light energy per pixel captured per second does not change.
 
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TheSuede said:
You are seriously talking past each other now, and things are mixed up beyond belief.

Disregarding the real-world effects of a TC (increased reflection and absorption losses, decrease in sharpness due to optical imperfections) from now on through this entire post: Yes, of course a TC magnifies the diffraction circle by exactly the same amount as the rest of the image. But that is also the point; the object referred diffraction is already determined at the front of the optical system, by the entrance pupil (as long as we're within reasonably Gaussian systems, for microscopes and other applications with very high magnification you need to look at angular aperture in stead of numerical aperture). A teleconverter will magnify both this object referred diffraction and target detail, a wide-converter will decrease magnification on both diffraction and target detail. It varies the projected image magnification and not the angular object referred diffraction, which is what optically limits your target resolution.

In astro (which is a purely Gaussian limited application with ordinary systems, with infinity focus targets) this is extremely important, since the angular resolution in front of the lens is determined by the entrance pupil. NOTHING you do behind that can make things better, in any way.

Well, that would only be true if a sensor with larger pixels is the limiting factor in terms of spatial resolution. If, assuming an astro context, and diffraction is only 5.8 microns (the 173lp/mm spatial limit of an f/4 aperture), but your sensor uses 6.95 micron pixels (such as the 1D X)...switching to a sensor with 5.8 micron pixels (a hypothetical 26mp sensor...a change in something behind the diaphragm) would indeed improve the detail and quality of the RAW image actually produced by the camera. Would it not? ;)



Let me ask. Do you believe adding a 2x TC to a 400mm f/4 lens (800mm f/8) is the same as using just the 400mm f/4 lens on a sensor with half the pixel pitch, in a general photographic frame of reference (vs. just the astrophotography frame of reference)? Or would you agree that using the 400mm f/4 lens with a sensor twice as dense will produce just as detailed output that encompasses a wider field of view (greater total area) than the TC setup?

In the former case, an 800mm f/8 lens on a FF sensor with say a 5.8 micron pixel pitch. Diffraction won't affect resolution enough to matter on that sensor, as the pixel is the same size as the airy disc.

In the latter case, a 400mm f/4 lens on a FF sensor with say a 2.9 micron pixel pitch. Again, diffraction won't affect resolution enough to matter on this sensor, as the pixel is the same size as the airy disc.

Assuming you use both setups to photograph a landscape of some kind...a small waterfall at some distance. Let's assume the entire waterfall fits on the FOV of the 400mm lens. Would you agree that the 800mm f/8 5.8um setup would capture only 1/4 of the total area of the waterfall? Would you agree that the 400mm f/4 2.9um setup would not only capture the entire waterfall, but that it would also capture the same 1/4 area as the 800mm setup in nearly the same detail?



My primary key point here is not so much that the 800mm f/8 setup is capable of reproducing that 1/4 area of the waterfall in high detail. I've never disputed that (I believe my post at #78 entirely agrees with you on that point, actually.) My point is that the 800mm f/8 5.8um setup is capable of reproducing only 1/4 the area of the waterfall, while the 400mm f/4 2.9um setup is capable of reproducing the ENTIRE waterfall, with roughly same amount of detail in that same 1/4 area, as well as roughly the same amount of detail in any other 1/4 area that you could crop from the original frame.

My second key point here is that no matter what you do with any number of TC's...the spatial resolution of the real image at the plane of focus (the sensor) is intrinsically limited by the spatial resolution of the sensor you are actually using. Saying that a TC added to a lens on an 18mp sensor suddenly gave you the same "resolution" as a 369mp sensor of the same dimensions is a fallacy.

(At least, in the frame of reference of sensors, who's resolutions are always measured in terms of spatial resolution. If you wish to move to a different frame of reference and use a different measure of resolution such as angular resolution, you need to make all of that very clear, and make sure you transform EVERYTHING, all numbers and units for all participating elements of the discussion, into the same frame of reference...I'm not really sure how you measure a sensor in terms of angular resolution. Additionally, it is the sensor that "sees" in a camera, not something external, not even the front lens element that is gathering the light...it is the sensor that sees and records an image. So it seems logical to me to remain in the original frame of reference: Spatial Resolution at the Sensor).

To keep things consistent, if the discussion continues. Can we use the following sensors, cameras, and lenses?

Sensor A with 5.8 micron pixels (25.6mp FF)
Sensor B with 2.9 micron pixels (102.7mp FF)

Lens A is 800mm f/8 (400mm f/4 lens with 2x TC)
Lens B is 400mm f/4

Camera A with Sensor A and Lens A
Camera B with Sensor B and Lens B
 
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