Doug Kerr
Well-known member
The preponderance of still camera we discuss here use color filter array (CFA) sensing.
In this technique, we do not through the sensor "measure" the color (and of course by color I mean the combination of luminance and chromaticity) of the optical image at any pixel position.
And, notwithstanding the incredible ingenuity of "CFA interpolation" algorithms, we do not in general have for any pixel of the delivered digital image, a "precise" value of the color of that point in the optical image. The compromise is not only to the accuracy of pixel chromaticity, but the accuracy of pixel luminance as well.
One impact of this inaccuracy can be a degradation of perceived resolution of the image (more on this later).
That notwithstanding, amazingly we attain what is for most of our uses a "really good" rendition of the color distribution of the optical image. But not "perfect".
I have recently been introduced to what is called "multishot" technique, used prominently in high-performance "medium format" digital camera backs.
Here, the optical image is sampled four times with a CFA sensor, the sensor being shifted between "exposures" by the sensor pitch, vertically or horizontally. The result is that each pixel location in the optical image is examined in sequence by photodetectors with "R", "B", and (twice) "G" responses (not necessarily in that order). Thus we have created a bona fide "tricolor" measurement of the color of each pixel location of the image (just as we would have, for example, in a "three-chip" studio video camera, or a "Foveon sensor" still camera).
We get some insight into the benefit of this in this article:
http://www.luminous-landscape.com/reviews/cameras/h3d50ii.shtml
Of particular interest is the discussion of Figure #3. Here, we see how (for a subject that is really "gray scale") there is a noticeable improvement in perceived resolution when we move (for the same pixel pitch) from the interpolated CFA mode to the true tricolor sensing mode (done via multishot technique).
Very interesting.
Best regards,
Doug
In this technique, we do not through the sensor "measure" the color (and of course by color I mean the combination of luminance and chromaticity) of the optical image at any pixel position.
And, notwithstanding the incredible ingenuity of "CFA interpolation" algorithms, we do not in general have for any pixel of the delivered digital image, a "precise" value of the color of that point in the optical image. The compromise is not only to the accuracy of pixel chromaticity, but the accuracy of pixel luminance as well.
One impact of this inaccuracy can be a degradation of perceived resolution of the image (more on this later).
That notwithstanding, amazingly we attain what is for most of our uses a "really good" rendition of the color distribution of the optical image. But not "perfect".
I have recently been introduced to what is called "multishot" technique, used prominently in high-performance "medium format" digital camera backs.
Thanks to Bart and Theodoros, among others, for illuminating this for me.
Here, the optical image is sampled four times with a CFA sensor, the sensor being shifted between "exposures" by the sensor pitch, vertically or horizontally. The result is that each pixel location in the optical image is examined in sequence by photodetectors with "R", "B", and (twice) "G" responses (not necessarily in that order). Thus we have created a bona fide "tricolor" measurement of the color of each pixel location of the image (just as we would have, for example, in a "three-chip" studio video camera, or a "Foveon sensor" still camera).
We get some insight into the benefit of this in this article:
http://www.luminous-landscape.com/reviews/cameras/h3d50ii.shtml
Of particular interest is the discussion of Figure #3. Here, we see how (for a subject that is really "gray scale") there is a noticeable improvement in perceived resolution when we move (for the same pixel pitch) from the interpolated CFA mode to the true tricolor sensing mode (done via multishot technique).
Very interesting.
Best regards,
Doug