- Moderator
- #121
Jeff Kilgroe
Well-known member
OK, I haven't read every post in this thread, nor have I pulled out a calculator to do any serious thinking. But... It seems to me that if you are trying to quantify enough chroma resolution to adequately represent a 4K image on an S35-sized sensor by using a Q67 approach -- rotate the Bayer pattern 45°. It seems to me that the actual photosite density MUST BE INCREASED by close to 50% or more. So it seems that their higher resolution is mostly accounted for by this alone.
As for easier processing, I see no evidence of that here. Unless they intend to start binning pixels as RGB clusters to be equivalent to one compound or derived RGB pixel space that would be aligned to the normalized imager plane. Binning pixels almost seems like a logical assumption here based on this being Sony's broadcast division and the talk of full 4K resolution output in real time, blah, blah, etc.. The Q67 approach also suggests the possibility of foregoing the use of an OLPF and allowing the demosaic / binning algorithms compensate for aliasing and ringing. I don't know if I'm anywhere close to the mark with that, but so far every way I've looked at this, I fail to see any advantage.
As for easier processing, I see no evidence of that here. Unless they intend to start binning pixels as RGB clusters to be equivalent to one compound or derived RGB pixel space that would be aligned to the normalized imager plane. Binning pixels almost seems like a logical assumption here based on this being Sony's broadcast division and the talk of full 4K resolution output in real time, blah, blah, etc.. The Q67 approach also suggests the possibility of foregoing the use of an OLPF and allowing the demosaic / binning algorithms compensate for aliasing and ringing. I don't know if I'm anywhere close to the mark with that, but so far every way I've looked at this, I fail to see any advantage.