About Diffraction on m4/3s

faith_ps

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Is everyone here aware of diffraction when shooting with m4/3s at a small aperture. I don't know if diffraction has occured in my pic above or not. How to tell and are they any indications of the diffraction so that I can avoid in the future. Of course I'm looking for the sharpest possible. What would be the ideal aperture? f8? f11? or maybe m4/3 need not be that small. Maybe an f5.6 is sufficient. My lens used in the pancake 17mm f2.8.

Thxs,

JAKOP
 
I'd suggest you check out the lens review.. It does provide you with the answer.
 
I'd suggest making enlargements and see what is good for what you are personally doing with your photos. The "sharpest" doesn't matter that much when the differences are small.

Anyway, I mostly shoot my 17 at f5.6 because it is probably the near the best and the DoF is typically perfect for what I shoot. I almost always shoot stationary scenes on a tripod so shutter speed is almost never a factor for me.

Rule of thumb is that most m43 lenses, no matter what, are going to be best when shot f5.6. If you are after the "best" performance from almost any m43 lens, this is where you will find it.

Good luck! The Oly 17 can be a fine lens (no matter what anyone says).
I'd suggest you check out the lens review.. It does provide you with the answer.
--
mark hahn
http://markhahnphotography.wordpress.com/
 
are they any indications of the diffraction so that I can avoid in the future.
If you avoided the diffraction, you have to resort to ND filters to manage a shot like the one you posted. For intentional motion blur, sometimes it is prefereable to trade off absolute sharpness for a better overall image. Tracking shots, helicopter blades, ect. In the case of landscapes (running water, but needs sharpness for a large print) the ND filter approach is recommended to keep the aperture in the f5.6-f8 range.

--
-CW
 
f13 at 17mm is crazy unless you were using these setting to slow the shutter speed?

Anyway, diffraction is something best ignored IMVHO, if you need to shoot at small apertures just do it :)
 
I has less to do with what you are shooting and more to do with final image requirements. If your final output is DPReview the requirement is much different than if you are producing a 20"x30" print to be matted and framed.

If you want the best possible outcome then diffraction rears its ugly head normally by f11. Do some tests! You guys love tests right! LOL!
--
RonFrank
http://ronfrankweb.weebly.com/index.html
 
I has less to do with what you are shooting and more to do with final image requirements. If your final output is DPReview the requirement is much different than if you are producing a 20"x30" print to be matted and framed.
That is not diffraction light-spreading exceeding the dimensions of a 2x2 photo-site array going on. That is the Circle of Confusion diameter (15 Microns on the sensor surface for a viewing size of 8" x 10" at 25cm viewing distance) reducing in inverse proportion to enlargement, to a size smaller than the dimensions a 2x2 photo-site array. With 3.75 Micron photo-sites, that occurs at 7.5 Microns :P
 


Is everyone here aware of diffraction when shooting with m4/3s at a small aperture. I don't know if diffraction has occured in my pic above or not. How to tell and are they any indications of the diffraction so that I can avoid in the future. Of course I'm looking for the sharpest possible. What would be the ideal aperture? f8? f11? or maybe m4/3 need not be that small. Maybe an f5.6 is sufficient. My lens used in the pancake 17mm f2.8.
First of all, diffraction affects all systems at the same DOF, so mFT suffers diffraction no more than any other format. Furthermore, smaller pixels do not result in greater diffraction -- that's another myth.

OK, that out of the way. The "ideal aperture" is the one that produces the "best" photo.

If motion blur is not an issue (or even desirable), then the "ideal aperture" is what results in the static portions of the scene being their sharpest. Here, DOF is key. Portions of the scene outside the DOF are, by definition, not going to be sharp.

However, stopping down to get the whole scene within the DOF may result in noticable diffraction softening for the portions of the scene within the DOF. The ideal aperture represents the best balance of DOF and diffraction softening. On the other hand, if the whole of the scene is within the DOF, then stopping down only increases diffraction softening.

If you "need" to stop down to increase motion blur for creative effect, then you may wish to consider using a wider aperture and a CPL and/or an ND filter to reduce the light and increase the shutter speed.

If motion blur is an issue, then you have to balance the DOF with the noise. Stopping down will increase the DOF resulting in more of the photo being rendered sharply, but for a given shutter speed (to mitigate motion blur), this results in less light falling on the sensor and thus more noise. So, the competent photographer has to balance DOF with noise.

Hope this helps!
 
First of all, diffraction affects all systems at the same DOF, so mFT suffers diffraction no more than any other format. Furthermore, smaller pixels do not result in greater diffraction -- that's another myth.
I understand your statements (in a relative sense). Nevertheless, this is also your stated position:
Great Bustard wrote:

... it isn't really meaningful to discuss a CoC that has a diameter smaller than the diagonal of two pixels on a Bayer CFA.
http://forums.dpreview.com/forums/read.asp?forum=1041&message=42043227

... which appears to place an upper limit on the viewing size of an image as a function of pixel-pitch (unless viewing distance is also increased accordingly).

As well, the Rayleigh criterion itself imposes and upper limit to lens F-Number for a given pixel-pitch:

http://forums.dpreview.com/forums/read.asp?forum=1041&message=40134803
 
First of all, diffraction affects all systems at the same DOF, so mFT suffers diffraction no more than any other format. Furthermore, smaller pixels do not result in greater diffraction -- that's another myth.
I understand your statements (in a relative sense). Nevertheless, this is also your stated position:
Great Bustard wrote:

... it isn't really meaningful to discuss a CoC that has a diameter smaller than the diagonal of two pixels on a Bayer CFA.
http://forums.dpreview.com/forums/read.asp?forum=1041&message=42043227

... which appears to place an upper limit on the viewing size of an image as a function of pixel-pitch (unless viewing distance is also increased accordingly).

As well, the Rayleigh criterion itself imposes and upper limit to lens F-Number for a given pixel-pitch:

http://forums.dpreview.com/forums/read.asp?forum=1041&message=40134803
Consider two sensors, both the same size, and same relative strength AA filter, but one with more pixels than the other. Take a pic of the same scene from the same position with the same settings and same lens (e.g. 12-35 / 2.8 at 25mm f/5.6 1/200 ISO 200). Display the photos at the same size.

The photo from the sensor with more pixels will resolve more detail everywhere in the photo for the portions of the scene within the DOF. The further you stop down, the less the advantage will be for the sensor with more pixels.

However, at the pixel level , the photo from the sensor with more pixels will appear to suffer more from diffraction softening, even though at the image level it will be more detailed.
 
First of all, diffraction affects all systems at the same DOF, so mFT suffers diffraction no more than any other format. Furthermore, smaller pixels do not result in greater diffraction -- that's another myth.
I understand your statements (in a relative sense). Nevertheless, this is also your stated position:
Great Bustard wrote:

... it isn't really meaningful to discuss a CoC that has a diameter smaller than the diagonal of two pixels on a Bayer CFA.
http://forums.dpreview.com/forums/read.asp?forum=1041&message=42043227

... which appears to place an upper limit on the viewing size of an image as a function of pixel-pitch (unless viewing distance is also increased accordingly).

As well, the Rayleigh criterion itself imposes and upper limit to lens F-Number for a given pixel-pitch:

http://forums.dpreview.com/forums/read.asp?forum=1041&message=40134803
Consider two sensors, both the same size, and same relative strength AA filter, but one with more pixels than the other. Take a pic of the same scene from the same position with the same settings and same lens (e.g. 12-35 / 2.8 at 25mm f/5.6 1/200 ISO 200). Display the photos at the same size.

The photo from the sensor with more pixels will resolve more detail everywhere in the photo for the portions of the scene within the DOF. The further you stop down, the less the advantage will be for the sensor with more pixels.

However, at the pixel level , the photo from the sensor with more pixels will appear to suffer more from diffraction softening, even though at the image level it will be more detailed.
Well, that always sounds good, but while some people state that the degradation of resolution is of a gradual nature - but it seem spretty hard (for me) to envision this condition displayed below:



Source: http://hyperphysics.phy-astr.gsu.edu/hbase/phyopt/raylei.html

... as being anything other than very well upon its way towards the status of "unresolved" (and in a status of a halving of vertical and horizontal resolution). Better quadruple the pixel-density, then?
 
Consider two sensors, both the same size, and same relative strength AA filter, but one with more pixels than the other. Take a pic of the same scene from the same position with the same settings and same lens (e.g. 12-35 / 2.8 at 25mm f/5.6 1/200 ISO 200). Display the photos at the same size.

The photo from the sensor with more pixels will resolve more detail everywhere in the photo for the portions of the scene within the DOF. The further you stop down, the less the advantage will be for the sensor with more pixels.

However, at the pixel level , the photo from the sensor with more pixels will appear to suffer more from diffraction softening, even though at the image level it will be more detailed.
Well, that always sounds good, but while some people state that the degradation of resolution is of a gradual nature - but it seem spretty hard (for me) to envision this condition displayed below:



Source: http://hyperphysics.phy-astr.gsu.edu/hbase/phyopt/raylei.html

... as being anything other than very well upon its way towards the status of "unresolved" (and in a status of a halving of vertical and horizontal resolution). Better quadruple the pixel-density, then?
Which resolves more detail at any aperture? The EPL1 or the EM5? Which resolves more detail at any aperture, the 5D or the 5D2? Which resolves more detail at any aperture, the D200 or the D7000?

Now, if we are at f/32 on FF, f/22 on APS-C, or f/16 on mFT, then the difference in resolved detail is trivial. However, at wider apertures, the difference is significant.

However, in no case will the higher PD (pixel density) sensor resolve less, all else equal .
 
IQ will visibly (100% viewing) go downhill beyond f/8.

However, depending on the specific circumstances/DOF requirements selection of smaller apertures than f/8 may still be a good idea.
 
Consider two sensors, both the same size, and same relative strength AA filter, but one with more pixels than the other. Take a pic of the same scene from the same position with the same settings and same lens (e.g. 12-35 / 2.8 at 25mm f/5.6 1/200 ISO 200). Display the photos at the same size.

The photo from the sensor with more pixels will resolve more detail everywhere in the photo for the portions of the scene within the DOF. The further you stop down, the less the advantage will be for the sensor with more pixels.

However, at the pixel level , the photo from the sensor with more pixels will appear to suffer more from diffraction softening, even though at the image level it will be more detailed.
Well, that always sounds good, but while some people state that the degradation of resolution is of a gradual nature - but it seem spretty hard (for me) to envision this condition displayed below:



Source: http://hyperphysics.phy-astr.gsu.edu/hbase/phyopt/raylei.html

... as being anything other than very well upon its way towards the status of "unresolved" (and in a status of a halving of vertical and horizontal resolution). Better quadruple the pixel-density, then?
Which resolves more detail at any aperture? The EPL1 or the EM5? Which resolves more detail at any aperture, the 5D or the 5D2? Which resolves more detail at any aperture, the D200 or the D7000?

Now, if we are at f/32 on FF, f/22 on APS-C, or f/16 on mFT, then the difference in resolved detail is trivial. However, at wider apertures, the difference is significant.

However, in no case will the higher PD (pixel density) sensor resolve less, all else equal .
In the "f/32 on FF, f/22 on APS-C, or f/16 on mFT" case where all sesnors have the same pixel-density that makes sense from a standpoint that while there is more diffraction light-spreading on a per-pixel level, there are also more pixels on the FF sensor to compensate for that (per-pixel) loss. But, what about a case where the pixel-density increases on the APS-C sensor relative to the FF sensor, and increases on the MFT sensor relative to the APS-C sensor ? Where's the "magic" then?
 
Which resolves more detail at any aperture? The EPL1 or the EM5? Which resolves more detail at any aperture, the 5D or the 5D2? Which resolves more detail at any aperture, the D200 or the D7000?

Now, if we are at f/32 on FF, f/22 on APS-C, or f/16 on mFT, then the difference in resolved detail is trivial. However, at wider apertures, the difference is significant.

However, in no case will the higher PD (pixel density) sensor resolve less, all else equal .
In the "f/32 on FF, f/22 on APS-C, or f/16 on mFT" case where all sesnors have the same pixel-density that makes sense from a standpoint that while there is more diffraction light-spreading on a per-pixel level, there are also more pixels on the FF sensor to compensate for that (per-pixel) loss. But, what about a case where the pixel-density increases on the APS-C sensor relative to the FF sensor, and increases on the MFT sensor relative to the APS-C sensor ? Where's the "magic" then?
Let's say an mFT lens is twice as sharp as a FF lens to make up for the enlargement factor. Then, at the same DOF, an mFT sensor with more pixels than a FF sensor will resolve more detail than an FF sensor with fewer pixels.

For example, let's say the 12 / 2 is twice as sharp as the 24 / 1.4L. Then f/4 on an EM5 (16 MP) with the 12 / 2 will resolve more detail than f/8 on a 5D (13 MP), although the detail increase would be trivial for 16 MP vs 13 MP (and, of course, that's assuming the 12 / 2 is twice as sharp as the 24 / 1.4L).
 
Which resolves more detail at any aperture? The EPL1 or the EM5? Which resolves more detail at any aperture, the 5D or the 5D2? Which resolves more detail at any aperture, the D200 or the D7000?

Now, if we are at f/32 on FF, f/22 on APS-C, or f/16 on mFT, then the difference in resolved detail is trivial. However, at wider apertures, the difference is significant.

However, in no case will the higher PD (pixel density) sensor resolve less, all else equal .
In the "f/32 on FF, f/22 on APS-C, or f/16 on mFT" case where all sesnors have the same pixel-density that makes sense from a standpoint that while there is more diffraction light-spreading on a per-pixel level, there are also more pixels on the FF sensor to compensate for that (per-pixel) loss. But, what about a case where the pixel-density increases on the APS-C sensor relative to the FF sensor, and increases on the MFT sensor relative to the APS-C sensor ? Where's the "magic" then?
Let's say an mFT lens is twice as sharp as a FF lens to make up for the enlargement factor.
What if it is not ? No more "magic", then ?
Then, at the same DOF, an mFT sensor with more pixels than a FF sensor will resolve more detail than an FF sensor with fewer pixels.

For example, let's say the 12 / 2 is twice as sharp as the 24 / 1.4L. Then f/4 on an EM5 (16 MP) with the 12 / 2 will resolve more detail than f/8 on a 5D (13 MP), although the detail increase would be trivial for 16 MP vs 13 MP (and, of course, that's assuming the 12 / 2 is twice as sharp as the 24 / 1.4L).
 
Which resolves more detail at any aperture? The EPL1 or the EM5? Which resolves more detail at any aperture, the 5D or the 5D2? Which resolves more detail at any aperture, the D200 or the D7000?

Now, if we are at f/32 on FF, f/22 on APS-C, or f/16 on mFT, then the difference in resolved detail is trivial. However, at wider apertures, the difference is significant.

However, in no case will the higher PD (pixel density) sensor resolve less, all else equal .
In the "f/32 on FF, f/22 on APS-C, or f/16 on mFT" case where all sesnors have the same pixel-density that makes sense from a standpoint that while there is more diffraction light-spreading on a per-pixel level, there are also more pixels on the FF sensor to compensate for that (per-pixel) loss. But, what about a case where the pixel-density increases on the APS-C sensor relative to the FF sensor, and increases on the MFT sensor relative to the APS-C sensor ? Where's the "magic" then?
Let's say an mFT lens is twice as sharp as a FF lens to make up for the enlargement factor.
What if it is not ? No more "magic", then ?
Not more "magic" than FF, but more "magic" than an mFT camera whose sensor had fewer pixels (all else equal, of course).
Then, at the same DOF, an mFT sensor with more pixels than a FF sensor will resolve more detail than an FF sensor with fewer pixels.

For example, let's say the 12 / 2 is twice as sharp as the 24 / 1.4L. Then f/4 on an EM5 (16 MP) with the 12 / 2 will resolve more detail than f/8 on a 5D (13 MP), although the detail increase would be trivial for 16 MP vs 13 MP (and, of course, that's assuming the 12 / 2 is twice as sharp as the 24 / 1.4L).
 
F=8.0 maximum looks best. F=11.0 in a pinch. Higher F-Numbers past F=11.0 probably not advised

See this: http://forums.dpreview.com/forums/read.asp?forum=1041&message=40134803
Thxs Detail Man for the straightforward reply.

I'll try shooting it again at the range of f5.6-8. My pic above looks very sharp but on 100% still can be seen sharpness degrades, details blurry as it move further away from the centre sweet spot. Is this what it meant by deffraction? If yes then now I should watch out for the aperture I'm using.

Jakop
 


Is everyone here aware of diffraction when shooting with m4/3s at a small aperture. I don't know if diffraction has occured in my pic above or not. How to tell and are they any indications of the diffraction so that I can avoid in the future. Of course I'm looking for the sharpest possible. What would be the ideal aperture? f8? f11? or maybe m4/3 need not be that small. Maybe an f5.6 is sufficient. My lens used in the pancake 17mm f2.8.
First of all, diffraction affects all systems at the same DOF, so mFT suffers diffraction no more than any other format. Furthermore, smaller pixels do not result in greater diffraction -- that's another myth.

OK, that out of the way. The "ideal aperture" is the one that produces the "best" photo.

If motion blur is not an issue (or even desirable), then the "ideal aperture" is what results in the static portions of the scene being their sharpest. Here, DOF is key. Portions of the scene outside the DOF are, by definition, not going to be sharp.

However, stopping down to get the whole scene within the DOF may result in noticable diffraction softening for the portions of the scene within the DOF. The ideal aperture represents the best balance of DOF and diffraction softening. On the other hand, if the whole of the scene is within the DOF, then stopping down only increases diffraction softening.

If you "need" to stop down to increase motion blur for creative effect, then you may wish to consider using a wider aperture and a CPL and/or an ND filter to reduce the light and increase the shutter speed.

If motion blur is an issue, then you have to balance the DOF with the noise. Stopping down will increase the DOF resulting in more of the photo being rendered sharply, but for a given shutter speed (to mitigate motion blur), this results in less light falling on the sensor and thus more noise. So, the competent photographer has to balance DOF with noise.

Hope this helps!
Well hello there Great B. Thxs for your reply. Its best suited for an FF user I think.

Recently I just acquired a tenor sax. I've been an Alto all this while. Great feeling to double. Tenor is simply fantastic. Its heavy, bulky but I sure envy Stan Getz and Coltrane. Been in the circle of Phil Woods, Hodges and Desmond long time.

In short Great B, I got it.

Yes I cannot make my alto sound like tenor nor the other way round. But when I'm on my alto, I want to sound as best possible. I just have to experiment more on the reed mpiece combo for that sound I'm looking for.

Cheers,

Jakop
 

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