What is the maximum point of MP when the digital sensors start to outresolve the optical quality of current canon lenses. In other words, what is the ideal amount of MP to match the resolving power of current Canon available lenses?
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Hmmm. I'm not sure what I was thinking when I wrote that load of cr@p, but obviously it's wrong. Most good primes give their best around f/4-5.6 anyway. Having said that, it's still true that the resolution of a 30mp 1.6 crop sensor would only be realised at apertures below f/5.6....optically excellent lenses which can also maintain their
performance below f/5.6. The big super-teles can, but not much
else![]()
--What is the maximum point of MP when the digital sensors start to
outresolve the optical quality of current canon lenses. In other
words, what is the ideal amount of MP to match the resolving power
of current Canon available lenses?
I would have put the mark at 24MP for the cropped camera...but we can agree that we are in the same ballpark. 24MP is just above the 100lp/mm Nyquist sampling criterion. so information at the resolution limit of the lens can be captured and recovered by sharpening.Many L primes can exceed 100lp/mm in resolution, so a (bayer type)
sensor with a resolution of around 300pixels/mm would be required
to match this. In other words around 30mp for a 1.6 crop body and
80mp for full-frame.
An interesting advantage shows up when the sensor is guarenteed to outresolve the lens. That is when the lens cannot produce any feature with a spatial resolution smaller thant eh sensor, one no longer needs the AntiAlias filter. This will imporve photon throughput (efficiency) and decrease cost.It's not quite so easy, though. At these sorts of resolutions,
lenses start to become diffraction limited at relatively large
apertures - around f/5.6. So you only get any real benefit with
optically excellent lenses which can also maintain their
performance below f/5.6. The big super-teles can, but not much
else![]()
Very interesting observations, Mitch. I had not thought of that before you brought it up, but it does make very good sense. In fact, that is one of the best reasons I have heard to increase pixel density.An interesting advantage shows up when the sensor is guarenteed to
outresolve the lens. That is when the lens cannot produce any
feature with a spatial resolution smaller thant eh sensor, one no
longer needs the AntiAlias filter. This will imporve photon
throughput (efficiency) and decrease cost.
Another advantage is that when you have a plethora of pixels, one
can trade resolution for noise-supression by various binning
techniques.
kindest regards
According to this siteWhat is the maximum point of MP when the digital sensors start to
outresolve the optical quality of current canon lenses. In other
words, what is the ideal amount of MP to match the resolving power
of current Canon available lenses?
You're right - my maths was a bit sloppyI am not following your maths here - surely a FF camera would not
need more than twice the pixel density than the cropped one for
resolution limit. Even if lenses resolved as well into the corners
as the central portion, which very few do, the requirement would be
the area ratio surely?
I guess this is the magic number which represents the extinction resolution of the very sharpest current lenses - the figure you have to beat if you don't want sensor resolution to be the limiting factor. To be honest, I've done a quick search and can't find any tests with resolutions this high, although William Castleman has tested several Canon lenses which exceed 80lp/mm.where did you read that L primes surpass 100lp/mm?
the MTFs that canon supplies are done at 30lp/mm, and none of them
surpass 1 (or 100% accurate reproduction; i.e. the can't reproduce,
all 30lp/mm).
not calling you wrong or a liar, just asking where you got that
number.
All the L-primes do well with a 2x TC. A 2x TC is basically equivalent to multiplying MP by 4.Many L primes can exceed 100lp/mm in resolution, so a (bayer type)
sensor with a resolution of around 300pixels/mm would be required
to match this. In other words around 30mp for a 1.6 crop body and
80mp for full-frame.
the way i understand MTF is that the left hand side is the "%" at 30lp/mm (or 10, depending on the line you look at). for example:As regards the comparison with MTF figures, the two really tell
different stories. Line pair per millimetre figures represent the
maximum resolution at which the lens can still reproduce a
discernible pattern and probably equates to only about 5% MTF. MTF
graphs on the other hand normally use a maximum 30lp/mm figure, as
a lot of lenses (especially wides) just can't reproduce anything
except grey mush (0% MTF) at spatial frequencies beyond say
50lp/mm. It's therefore been adopted as a sort of standard at
which even less expensive lenses can also return useful figures.