macphistophe
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Could anyone comment on the D3 dynamic range versus the D2x at low iso? Is there a significant performance gain? Are we getting close to the Fuji S5?
Thanks
macphi
Thanks
macphi
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The human eye can only see 10-12 stops as far as i know and the hman eye is still notably better than any camera made.How about this for cruide math: Thom Hogan says the D300 is about 11
EV, (and by Phil's metrics the D200 and 40D is about 11 EV in RAW)
and the general concensus is that the D3 is about 2 stops better. So
11 + 2 = 13.
Another way to look at it: I downloaded the ISO 200 NEF file from
hollypapa
http://forums.dpreview.com/forums/readflat.asp?forum=1021&thread=25844645
and fiddled with it in Lightroom. I was able to recover about 1.5 EV
of highlights of the bright inside lights, and push the dark lamppost
in the lower right hand corner about 4 EV. So that should give a
total of 12.5 EV if we call a jpg image 8 EV. Talk about primitive
guestimations.
Funny thing, in NX, with D-Lighting, I was able to "recover" all of
the highlights in the lightbulbs inside the mall, although I think NX
was faking it but the end result looked good. That would be at least
4 EV of highlights, but obviously ain't real or is it?
A final way to estimate the dynamic range: If the system is
noisefree, then the DR is roughly equal to the number of bits, i.e.
14. However, this is rarely the case, so drop one EV for noise, and
again the magic number is 13! (As an aside, there are cases where
with noise present and good averaging techniques, you can actually
exceed the number of bits in the ADC in terms of dynamic range. And
a noisefree sensor is actually not the most desirable when wanting
optimum linearity at the bottom of the dynamic range.)
So that's three different techniques on the back of my envelope
giving a DR in RAW of 13. So now we'll sit around and wait for the
official "Phil" number.
Surely the zone system is meaningless in this context.In the zone system, there are only zones 1 through 9, and only 3
through 8 have any real detail....
So I'm still mystified how you get 13.... ?
Since I'm being misquoted here, I need to step in. The figure I cited is what a sensor company would report in its specifications, which uses a different definition of DR than photographers would. You can't mix and match "DR" values. The way Phil measures it is different than the sensor makers is different than Site A or Site B or Photographer X or Photographer Y. You'd only be able to compare within one tester's regimen, and then only if they were consistent in their testing.How about this for cruide math: Thom Hogan says the D300 is about 11
EV,
D-Lighting, and Active D-Lighting, are techniques for re-curving the linearity of the sensor's response, essentially an exaggerated form of local or micro contrast. You don't get "more DR" from them, per se.Funny thing, in NX, with D-Lighting, I was able to "recover" all of
the highlights in the lightbulbs inside the mall,
This, too, has been discussed many times before, and the answer is no. The underlying response of the sensor is fixed. You can assign as many bits as you want to record that response. Generally, we're in the stage of design where engineers are still trying to match bit depth to electron count. This was Stage 1 in audio CD technology, which has now moved on to Stage 5 or 6...A final way to estimate the dynamic range: If the system is
noisefree, then the DR is roughly equal to the number of bits,
I'm not sure about that.And Thom said it loud and clear that there is NO WAY that DR of D3
can surpass that of Fuji S5's.
What a great post. Should be required reading for all. Saved in 'favorites'. Thanks!Worth the read and note the D3's light collecting ability:
http://theory.uchicago.edu/~ejm/pix/20d/posts/tests/D300_40D_tests/
A final way to estimate the dynamic range: If the system is
noisefree, then the DR is roughly equal to the number of bits,
This has been discussed many times before, but some people continue to falsely assert that there is no relationship of DR and bit depth, and they usually use a stair step analogy where DR is the height of the stairs and bit depth the size of the steps. With floating point representation, this analogy would be true. However, with linear integer encoding it is not. If you wish to increase the height of the stairs, you must add more steps (bits), since the size of the step is fixed.This, too, has been discussed many times before, and the answer is
no. The underlying response of the sensor is fixed. You can assign as
many bits as you want to record that response. Generally, we're in
the stage of design where engineers are still trying to match bit
depth to electron count. This was Stage 1 in audio CD technology,
which has now moved on to Stage 5 or 6...