kenw wrote:
Anders W wrote:
Not sure how you reason when you say that this demonstrates a vertical and horizontal constraints of hundreds of pixels. Could you please elaborate a bit.
Just like you, I think of the pollutive streams as local (adjacent pixels). But as far as I can see, this wouldn't prevent the streaks from extending vertically over a pretty long distance but being blocked diagonally if pollution in that direction is impossible.
(quoted from this post:
http://forums.dpreview.com/forums/post/50963888 )
My thinking (possibly flawed) is that everything in the optical system up to the sensor is radially symmetric (the only small exception being the AA filter). Every optical flare I've seen is also radially symmetric. This is a key point, a flare covering a large fraction of the image should be radially symmetric if it originated before the surface of the sensor (the only non-radially symmetric element in the optical system). Most flares do have a significant extent (hundreds of pixels or larger) across the image, they aren't point sources.
Now at least your initial example flare and your subsequent diagonal test seem to show a non-radially symmetric flare of significant extent - i.e. extending hundreds of pixels in a non-radially symmetric direction. To me that implies that the extension of hundreds of pixels happened after striking the sensor surface. I can't immediately think of an obvious and plausible mechanism for that. Traveling under the CFA for hundreds of pixels seems unlikely, any multi-reflection path would seem far too attenuated to pull that off. Perhaps the micro-lens surface or sensor metalization can act like a diffraction grating and send light back up to the filter stack to be reflected back down (at an angle such that we get color channel pollution)?
Put another way, I expect any reflected ray to remain coplanar with all its reflected paths when passing through the lens and any flat surface. I also expect it to be coplanar with the optical axis of the lens. The horizontal/vertical flare propagation implies at some point the light ray jumps out of that plane, makes a sudden "turn" so to speak. The only place it seems that could happen would be a non-smooth surface like the sensor itself.
Again, there is always the underlying caveat that the AA filter is strictly not radially symmetric and its also a candidate for being the source of any non-radially symmetric reflection. That said, I've never seen an example of such while I have seen many examples of sensor reflections (e.g. red-dot-disease).
Am I making some sense?