14 bit raw Vs 16 bit PSD Prophoto

Thank you Gernot!

So returning to the main question I asked, there is no difference in working on a raw file or on a a PSD file 16 bit Prophoto?

A RAW file contains groups of four adjacent sensor pixels

R G

G B

with (e.g.) 14 bit for each sensor pixel.

This group contains the information

4 x 14 bit = 56 bit.

The reconstruction for an image (demosaicing) delivers four pixels

with three channels R,G,B each

RGB RGB

RGB RGB

with (e.g.) 16 bit per channel R, G, B, with the information

4 x 3 x 16 bit = 192 bit.

The increased information, 192 bit instead of 56 bit, is a result

of cute interpolation, taking into account as well neighbour

sensor pixels beyond the actual group, and maybe inherent

image information.

If the reconstructed image is represented by 8 bit per channel

(instead of 16 bit per channel), then we have this information:

4 x 3 x 8 bit = 96 bit,

which is still more than the original 56 bit, therefore partly fantasy. 

By the way: 14 bit per channel in the RAW image is by no means

relevant in the sense of accuracy and precision.

Best regards

--Gernot Hoffmann

Test Screen Name​ thank you for your reply! I have to do some math to get it completely!

D Fosse​ thank you! So if my understanding is correct there is no difference in working a raw file in Camera Raw or a PSD 16 bit Prophoto in Photoshop.

Those two cannot be related in this way.

A raw file is a grayscale image. It doesn't contain color information at all - that happens in the demosaicing stage in the raw converter. And a lot of things happen to the file between that and final encoding into an output color space.

Either way it's not really a question of any importance or relevance. You have enough bits.

Well, 14-bits runs from 0 to 16383...

Actually it's complicated. In simply going from 14-bit to 16-bit you would increase the number of POSSIBLE colours (though I have heard that in Photoshop 16-bit only has 15-bits of precision). But if you also convert colour space, the number of colours in your original may be reduced. This is a little hard to explain, but here is a very exaggerated example.

Suppose you take 14-bit values in the range 0 to 16383 into 15-bit values in the range 0 to 32767. How many values are possible? 32768. How many could you have? 16384.  But suppose that when we take our values from 14-bit to 15-bit we also divide all the numbers by 2. How many values are possible? Still 32768. How many could you have? Now it is only 16384. In the same way, converting colour spaces does maths which will reduce the total number of colours.

If this doesn't make sense or seems too advanced to meet your needs, ignore it!