Which lenses will resolve 36mp? Which will struggle?

This is an MTF (resolution) curve. MTF of a perfect lens is limited by diffraction, and the curve of the diffraction limit against f-number is a straight descending line. In the case of this lens at large apertures aberrations make it far from a perfect lens, and it resolves distinctly below the 'diffraction limit' As the aperture is closed, the aberrations lessen and the performance of the lens climbs. As it is stopped down more, diffraction becomes the dominant source of resolution loss and the resolution falls, so that later part of the curve is 'diffraction limited'. Now note two things about these curves:
i) the curve begins to drop at the same f-number for the two cameras.
ii) there is no 'limit' at some f-number where resolution suddenly falls.

Thus the 'diffraction limit' caused by pixel size is imaginary and can be ignored.

Note also that the camera with more pixels resolves more with the same lens, at every f-number.
I guess a lot of people define the 'diffraction limit' as the f-stop when the resolution falls X% below its peak, where X is a number that results in a clearly visible difference. And there is some merit in defining such an f-stop, it gives a range where your lens performs close to optimally.

Unfortunately, I think a lot of people use an even more stringent limit: when the resolution appears 'insufficient' when viewed at 100%.
 
36 megapixels(edge-to-edge) on a FF sensor ..... not unless such a lens has a diameter of a foot or more. This why the FourThirds/micro fourthirds format is so clever .... it utilises the central/i.e. sharpest part of a lens...any lens ...no wonder there are so many adapters to fit other brands of lenses to this format.
 
With the D800/D800E’s high resolution diffraction effects generally
become noticeable around f/11
If the diffraction limit on a 12mp D700 is f/16, and it's f/11 on the 36mp D800, surely that is cast-iron proof that the same sensor with more pixels isn't always superior?

And that some lenses will be able to deal with this better than others...
No it's not, because the 'diffraction limit' in the sense that they talk about it, does not exist. It is a myth resulting in a garbled understanding of a garbled website.
Do you mean this web site?:
http://www.cambridgeincolour.com/tutorials/diffraction-photography.htm

Seems to me that they are providing a practical way to see when diffraction will begin to impact an image from a particular camera at a particular print size from a particular viewing distance. It tends to give a false impression that the diffraction limit is some sort of hard wall, when its effect comes on gradually. Other than that, is there a problem with it?
--
Robin Casady
http://www.robincasady.com/Photo/index.html
 
With the D800/D800E’s high resolution diffraction effects generally
become noticeable around f/11
If the diffraction limit on a 12mp D700 is f/16, and it's f/11 on the 36mp D800, surely that is cast-iron proof that the same sensor with more pixels isn't always superior?

And that some lenses will be able to deal with this better than others...
No it's not, because the 'diffraction limit' in the sense that they talk about it, does not exist. It is a myth resulting in a garbled understanding of a garbled website.
Do you mean this web site?:
http://www.cambridgeincolour.com/tutorials/diffraction-photography.htm
Funny you should mention that..
Seems to me that they are providing a practical way to see when diffraction will begin to impact an image from a particular camera at a particular print size from a particular viewing distance. It tends to give a false impression that the diffraction limit is some sort of hard wall, when its effect comes on gradually. Other than that, is there a problem with it?
The problem is that its net effect is to misinform. When people quote this diffraction limit tripe, they refer to McHugh's site as evidence, and as a whole it is riddled with errors. This is actually one of the better pages, but careless words cost lives (or at least misinform)

As two examples, the Canon EOS 20D begins to show diffraction at around f/11, whereas the Canon PowerShot G6 (compact camera) begins to show its effects at only about f/5.6.

That is a nonsense, I'm afraid, as my example showed the pixel size has nothing to do with when a camera 'shows diffraction'. That depends on the lens and where diffraction takes over from aberrations as the limit on resolution. That f-number does not change according to pixel size.

The form below calculates the size of the airy disk and assesses whether the system has become diffraction limited.

No it doesn't, there is no such effect. If there is, where is this 'diffraction limit' on the lens' MTF graph.

So, I would argue that McHugh's wording is directly responsible for spreading the diffraction delusion.

--
Bob
 
Example: the Canon G10 had 14mp, and the G11 had 10mp. Most agree the G11 had better IQ.
The sensor was newer technology. Had the 10MP sensor been made a 14MP one, the improvements would've been there.
Example 2: the Olympus E-1 used the same Kodak sensor as the E-400, yet almost everyone prefers the IQ of the 5mp E-1 over the 10mp E-400.
When viewed at 100%? OK, resize the 5MP image to 10MP and re-assess. :)
So, we could technically argue that the G10 and E-400 displayed more resolution, but most users will tell you it simply didn't look as good as their lesser-MP siblings.
This isn't a popularity contest. It doesn't matter what the "big public" says. It really amounts to squat. A common ignorant notion, luckily, doesn't change any of the facts. :)

--
regards
Janne Mankila, Finland
 
Example: the Canon G10 had 14mp, and the G11 had 10mp. Most agree the G11 had better IQ.
The sensor was newer technology. Had the 10MP sensor been made a 14MP one, the improvements would've been there.
Moreover, most didn't agree that the G11 had better IQ. What DPR said in the G11 review:

The G10 remains the most impressive small-sensor camera we've seen, at low ISO settings.
http://www.dpreview.com/reviews/canong11/11

And additionally, when you look at the samples you find that the G11 is exposing more than the G10 at the same ISO, sound familiar?

--
Bob
 
That is a nonsense, I'm afraid, as my example showed the pixel size has nothing to do with when a camera 'shows diffraction'. That depends on the lens and where diffraction takes over from aberrations as the limit on resolution. That f-number does not change according to pixel size.
I'm not understanding this. If you were talking about the lens in isolation, I can understand your point. I'm not understanding it when what is shown is limited by the sensor resolution, print size, and viewing distance.

To put it in extreme terms, if you view an 8x10 print from 50 ft. away you wouldn't be able to see the difference diffraction causes at f/16 compared to a print from the same scene shot at f/4. Or, if you have 24x36" prints viewed from 2 ft. the image from a 36 MP FX sensor would be able to show the effects of diffraction before 1 MP FX sensor would.

--
Robin Casady
http://www.robincasady.com/Photo/index.html
 
I'm not understanding this. If you were talking about the lens in isolation, I can understand your point. I'm not understanding it when what is shown is limited by the sensor resolution, print size, and viewing distance.

To put it in extreme terms, if you view an 8x10 print from 50 ft. away you wouldn't be able to see the difference diffraction causes at f/16 compared to a print from the same scene shot at f/4. Or, if you have 24x36" prints viewed from 2 ft. the image from a 36 MP FX sensor would be able to show the effects of diffraction before 1 MP FX sensor would.
Well, with this you define 'the effect of diffraction' something that is noticeable when viewed at maximum resolution. But coming back to Bob's graph:
Where in this graph would say is the diffraction limit? And what criteria would define this? As I said above, one could postulate this as when the resolution falls, eg, 30% below its peak. One technically more correct definition would the f-stop from which on resolution follows a straight line (and this f-stop is largely sensor-resolution-independent).
 
Where in this graph would say is the diffraction limit?
At f/5.6 or a little above, but that doesn't mean a particular sensor/print/viewing distance will show its effect that early.
The whole sensor/print/viewing distance does not have any practical meaning.

You sharpen the image based on content and print size to make the acuity to your liking. You never print without appropriate output sharpening. How accurately it prints depends on the printer.

You can't control the viewing distance of a viewer. If it is a good image you can be sure that it will be evaluated by the viewer at close distance (unless you are talking about a billboard high on a wall).

People have a variety of vision, with and without glasses, you can't control it..

And as has been pointed out earlier the "diffraction limit" of a sensor does not exist. It is a quite smooth MTF curve regardless of sensor. You can make a thought experiment and try to see how different diameter Airy discs start to cover the pixels on two-dimensional Bayer sensor when you move the Airy- disk around. Use a piece of paper with squares (sensor) and circular "Airy discs" of different diameter if it helps you envision the situation. Also note that the Airy disc edges are not exactly defined. Also consider the effect of a potential AA filter.
--
Kind regards
Kaj
http://www.pbase.com/kaj_e
WSSA member

It's about time we started to take photography seriously and treat it as a hobby.- Elliott Erwitt
 
To put it in extreme terms, if you view an 8x10 print from 50 ft. away you wouldn't be able to see the difference diffraction causes at f/16 compared to a print from the same scene shot at f/4. Or, if you have 24x36" prints viewed from 2 ft. the image from a 36 MP FX sensor would be able to show the effects of diffraction before 1 MP FX sensor would.
That is a totally synthetic and absurd way to look at this issue.

You won't see diffraction increasing right away in the 1MP because the BIGGER PIXELS HAVE ALREADY TRASHED ANY HOPE OF RESOLUTION. The blur due to diffraction is much smaller than the blur due to big pixels.

It boggles my mind how so many seemingly intelligent people can't hold a frame of reference in their mind as they juggle factors, without shifting or distorting it.

--
John

 
This whole thread is absurd, its like suggesting you spend 3k on a camera because it makes your $100 plastic kit lens work better. It wont. Not in any meaningful way.
Steve, I'm not sure what you mean by 'work better'. It will allow your $100 lens to resolve more - even taking diffraction into account, because the loss of detail due to diffraction is still less than the loss of detail due to larger pixels.

Look closely at the graph below - notice how the lens resolves more at f/11 on the D3x than it resolves at f/5.6 on the D3? Even at that higher diffraction level, it's still resolving more detail than it did on the D3 at a lower diffraction level. There is no 'threshold of diffraction' that you're running into here that would make that lens look worse in any possible case at the same display sizes.

.



.
As usual this thread is hanging on semantics and missing the point.
.

I could be missing the point, perhaps - what is the point you were trying to make? I will reconsider if necessary.

--
Here are a few of my favorite things...
---> http://www.flickr.com/photos/95095968@N00/sets/72157626171532197/
 
The simple fact is that if you plan to use the extra resolution to print larger (and lets face it why else would you bother? )
When I want to print very large, I'll probably be downsampling to 24 or 16MP, and printing from there. When I want smaller prints, or even something very small like web display, I'll be downsampling to 12MP, perhaps smaller.

The 'full' resolution will be useful (for me) in DX/crop mode, where I intend to shoot my excellent Sigma 50-150 2.8 HSM II on the D800 at 15MP (a truly excellent lens, very fast to lock focus, smaller than a 70-200 but every bit as good, from my trials.)
you would be well advised to use the better lenses in your collection.
I'm excited to try my very best lenses, as well. But every lens in my collection just got better!
Or to turn it around, a 36MP sensor will show a much greater difference between good and bad lenses than a 12MP one, especially off centre or at wide apertures.
Only at 100%, not at display sizes.
Whereas 36MP is not even close to the centre resolution capabilities of a regular 50mm prime at respectable MTF (contrast) levels (system is still sensor limited) frame corners on a mediocre zoom will be a different matter. Any "improvement" in resolution will be at low contrast levels, will probably be swathed in CA (which will be twice as obvious at a pixel level) and won't contribute much to the impression of detail or sharpness in the final print.
Again, I suspect you're thinking in terms of 100 or 200% viewing...

--
Here are a few of my favorite things...
---> http://www.flickr.com/photos/95095968@N00/sets/72157626171532197/
 
Note also that the camera with more pixels resolves more with the same lens, at every f-number.
Why are the slopes different (right side of the graph)?
 
Note also that the camera with more pixels resolves more with the same lens, at every f-number.
Why are the slopes different (right side of the graph)?
Because the system is not diffraction limited even to f/16. That is the camera resolution is still playing a significant part in defining the system resolution. It's always like that. Here's another two cameras, same lens.





Note that these two are much closer by f/22. Still a bit to go before the system is truly diffraction limited, though.
--
Bob
 
That is a nonsense, I'm afraid, as my example showed the pixel size has nothing to do with when a camera 'shows diffraction'. That depends on the lens and where diffraction takes over from aberrations as the limit on resolution. That f-number does not change according to pixel size.
I'm not understanding this. If you were talking about the lens in isolation, I can understand your point. I'm not understanding it when what is shown is limited by the sensor resolution, print size, and viewing distance.
These graphs are not the 'lens in isolation', they are a system of lens and camera, and if you change the camera you change the resolution at all f-numbers.
To put it in extreme terms, if you view an 8x10 print from 50 ft. away you wouldn't be able to see the difference diffraction causes at f/16 compared to a print from the same scene shot at f/4. Or, if you have 24x36" prints viewed from 2 ft. the image from a 36 MP FX sensor would be able to show the effects of diffraction before 1 MP FX sensor would.
The graphs say otherwise. The point is that the 'effects of diffraction' are not things that are invisible and suddenly become apparent when you pass some threshold. They are always there, every f-number, every viewing distance, every image size. Like all blur, its less visible for small images and at big distances. And note, when you say 'show the effects of diffraction' you are quoting almost directly for Sean McHugh, as if his website has been responsible for putting this idea in you head that diffraction suddenly pops out at you, and now you can't get rid of it, and it's stopping you seeing the rather simpler truth. That is the problem, falsehoods told with nice computer graphics and interactive widgets can be quite compelling, but they are still false.
--
Bob
 
To put it in extreme terms, if you view an 8x10 print from 50 ft. away you wouldn't be able to see the difference diffraction causes at f/16 compared to a print from the same scene shot at f/4. Or, if you have 24x36" prints viewed from 2 ft. the image from a 36 MP FX sensor would be able to show the effects of diffraction before 1 MP FX sensor would.
That is a totally synthetic and absurd way to look at this issue.
As I said, "extreme terms". Exagerated to try and make a point.
You won't see diffraction increasing right away in the 1MP because the BIGGER PIXELS HAVE ALREADY TRASHED ANY HOPE OF RESOLUTION. The blur due to diffraction is much smaller than the blur due to big pixels.
My point, exactly.
It boggles my mind how so many seemingly intelligent people can't hold a frame of reference in their mind as they juggle factors, without shifting or distorting it.
If you can't explain it simply, you don't understand it well enough.
—Albert Einstein

How about you show me how well you understand it?
--
Robin Casady
http://www.robincasady.com/Photo/index.html
 
That is a nonsense, I'm afraid, as my example showed the pixel size has nothing to do with when a camera 'shows diffraction'. That depends on the lens and where diffraction takes over from aberrations as the limit on resolution. That f-number does not change according to pixel size.
I'm not understanding this. If you were talking about the lens in isolation, I can understand your point. I'm not understanding it when what is shown is limited by the sensor resolution, print size, and viewing distance.
These graphs are not the 'lens in isolation', they are a system of lens and camera, and if you change the camera you change the resolution at all f-numbers.
To put it in extreme terms, if you view an 8x10 print from 50 ft. away you wouldn't be able to see the difference diffraction causes at f/16 compared to a print from the same scene shot at f/4. Or, if you have 24x36" prints viewed from 2 ft. the image from a 36 MP FX sensor would be able to show the effects of diffraction before 1 MP FX sensor would.
The graphs say otherwise. The point is that the 'effects of diffraction' are not things that are invisible and suddenly become apparent when you pass some threshold. They are always there, every f-number, every viewing distance, every image size. Like all blur, its less visible for small images and at big distances. And note, when you say 'show the effects of diffraction' you are quoting almost directly for Sean McHugh, as if his website has been responsible for putting this idea in you head that diffraction suddenly pops out at you, and now you can't get rid of it, and it's stopping you seeing the rather simpler truth. That is the problem, falsehoods told with nice computer graphics and interactive widgets can be quite compelling, but they are still false.
I get the impression that you are hung up on the technical definition. As I tired to say earlier, I am interested in the practical application, and that is what I think
http://www.cambridgeincolour.com/tutorials/diffraction-photography.htm
is trying to provide with its calculator.

You keep mentioning Sean McHugh. I don't see any reference to his name on that page or the home page. Who is he and how is he connected?
--
Robin Casady
http://www.robincasady.com/Photo/index.html
 
If you get a compact with RAW, per unit of sensor area, it can trash the 5D2 at highISOs.
(insert guffawing smiley here)
I get the impression you don't belive him - you should try and would be surprised ...

It is always difficult to compare results from different size sensors, it is easy to get confused by the effects of the (much) smaller area.

Compact camera sensors are way, way ahead of most DSLR sensors looking at per unit of sensor area. They just lose from the small area.

You really should look at images from some good compacts (the ones with raw files) - the results might change how you think of pixels ...

--
-----------------------------------------------------------
I don't suffer from insanity, I enjoy every moment of it!

By the way, film is not dead.
It just smell funny
 
Sorry for the short response...I am unwell at the moment and don't really have the energy for a lengthy reply.

It isn't gobbledigook...basically you compared small sensor with big and blamed pixel size, when you should have blamed sensor size. In that example two things changed, the sensor size and the pixel size. Some how it's always the pixels fault....unfairly :).

If you made a 2 different sensors sizes using the exact same pixel in each...the bigger sensor would be better.

or another direction. For two same size sensors identical in every single way bar megapixel count...the higher megapixel count one will be better (IQ wise....not speed wise or small file size).
I disagree with all of that, it's far too generalised and is not backed up by any amount of tests or user experiences.
It is not very generalized, and it indeed is backed up with plenty of tests and user experiences. Try for yourself, you would be surprised.
Example: the Canon G10 had 14mp, and the G11 had 10mp. Most agree the G11 had better IQ.
That is largely because they switched from one CCD technology to another, the one in G11 is newer and better (mainly on video which was teh main drive behind switching), but less evolved in terms of pixel size.
Example 2: the Olympus E-1 used the same Kodak sensor as the E-400, yet almost everyone prefers the IQ of the 5mp E-1 over the 10mp E-400.
I am not aware of those two models, but from your description they both sound fairly old. You cannot just make single comparisons, and draw general conclusions from them. Overall, pixel sizes has shrunk and still we get better DR, better high iso performance and overall better image quality. Look at any series of models or sensor sizes over a period of ten years, and you will see the pattern. Look at all those big pixel 6-8 MP DSLR cameras we had some 6-8 years ago, and see if you can find any single one of them hos is not soundly beaten by any 14-16-18 MP DSLR camera of today, no matter how you look at the images - DR, noise, color, the works. And yet the pixels are smaller. You can make teh same comparisons with compacts - they have all improved in spite of those small pesky pixels having multimplied and gotten smaller ...

You are cauught up in one of the most persistent and wide spread mythologies of teh photographic world. That is the simple fact ;)

--
-----------------------------------------------------------
I don't suffer from insanity, I enjoy every moment of it!

By the way, film is not dead.
It just smell funny
 

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