
l'auteur
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Emmanuel Bigler is a professor in optics and
microtechnology at ENSMM,
Besançon, France, an engineering college (École Nationale Supérieure
d'Ingénieurs) in mechanical engineering and microtechnology . He got
his Ph.D. degree from Institut d'Optique, Orsay (France). E. Bigler
uses an Arca-Swiss 6X9 FC view camera.
ENSMM, 26 chemin de l'Épitaphe 25030 Besançon cedex, France
bigler@ens2m.fr

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en français
The articles
digital sensitometry (part 1)
digital sensitometry
(part 2)
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Digital sensitometry,
a 3-part article
Introduction by Emmanuel Bigler
Digital image capture with silicon detectors has been widely used for
scientific applications in the last 20 years, but it is only since the end
of the 1990's that photographers have started to know and use digital
image sensors. At a first glance, photographers were not happy with
mediocre results in terms of very limited resolution (not enough pixels in
the image) and they did not realise at first the considerable improvement
of silicon detectors over film in terms of noise, low light-level
sensitivity, linearity, colour management and contrast control. In other
words, the limited available number of pixels in digital sensors offered
around year 2000 (with the exception of scanning large format backs, for
static objects only) when compared to any image recorded on film, has
prevented photographers to recognise immediately the true revolution of
silicon image detectors. This era is now over.
In this series of 3 articles, Henri Gaud will start by what was clearly
overlooked by photographers, namely photometric characteristic curves and
contrast and ISO sensitivity management issues in a silicon image detector
associated with a camera-level proprietary software. In a second article,
Henri Gaud will examine on real images different possibilities offered by
various ISO settings in the field followed various different post-processing
in the "digital darkroom". It will be shown how digital sensors
bring an incredible improvement over film in terms of dynamic range and
image noise. In a last article comparative image resolution tests will
presented, the competitors being the Canon 1 Ds MkII, a 6x8cm film camera
and a 4"x5" view camera.
Preliminary Technical Note
In these articles, a full-frame 24x36mm sensor (Canon 1 Ds Mk II
digital SLR camera) was tested in combination with its proprietary
software delivering RAW format images. The only data to which the
photographer has access is this RAW file which is already the result of
some internal computing, no access to the physical sensor level is allowed.
What is actually stored inside a RAW image is actually unknown since
those format are proprietary and not publicly disclosed. Very probably,
RAW imaga data are very close to the physical level of the sensor output,
which is linear versus the number of incident photons per second and per
unit area or per pixel in a wide range of incident brigthness. However, as
soon as the RAW format is converted to be post-processed, data are
expressed in a non linear scale (power law) and no longer a linear scale
vs incident brightness. It is interesting to represent those post-processed
image levels exactly like characteristic curves of a film (traditionnally
in a log-log scale), not that we need some nostalgic reference to the
optical densities of a black and white film, but simply because the human
eyes requires a non linear scale in the image so that grey levels look
properly spaced and balanced.
In the first article, separate RVB colour management will not be taken
into account, only the global brightness level will be considered exactly
like with a black and white panchromatic film. In reality, the real output
signal, the physical signal on output of a silicon photodetector, is a
number of photo-electrons per second for a given input incident photon
flux. In this input/output model, a silicon photodetector is perfectly
linear in a range of 1:10000 between the weakest photon flux and the
brightest one. Taking this into account it is hard to understand at a
first glance why a non linear scale would be needed if the sensor is so
extraordinary linear. In fact the human eye is mostly sensitive to the
logarithm of the number of incident photons, so digital image post-processors
actually compute a non linear power-law scale derived from the number of
output photoelectrons.
Doing so, the comparison with classical film is much
easier, photographers who are used to think in terms of optical densities
on output and f-stop scales in input will feel at home with their familiar
sensitometric curves. The goal of the article is to show that anything
valid and well-known for film-based sensitometry can be immediately
adapted to a silicon image sensor, with actual results that would have
appeared incredible to photographers only five years ago : silicon goes
far beyond what is known of film limits in terms of noise, sensitivity and
contrast management.
A millimetre-size conventional photodetector operating in analog mode
with a continuous input photon flux (this is not exactly the case with CCD
image sensors where charges are trapped in a CCD register behind the photo
cell) has a dynamic range of 1:10000, equivalent to 13 f-stops. A dynamic
range of 1:1000 is equivalent to 10 f-stops, corresponding to the 10 or 11
black-to-white zones of Ansel Adams' Zone System (in fact a 1:1000 ratio
corresponds to 11 zones ; to many authors this is too wide, 9 zones or
1:256 being considered more reasonable for conventional B&W prints).
The optimistic dynamic range of 1:10000 in a conventional silicon
photodetector is probaly not valid for a very small sub-pixel silicon
detector element, about 3 microns size in the curent 2005
"bayer" pattern of silicon colour image sensors. But let us
forget for a while what we know about conventional silicon photodetectors
and let the photographer speak and share his experiments with us in
photographic terms.
Reference on RAW image coding and visualization http://www.normankoren.com/digital_tonality.html
(thanks to Yves Colombe for this useful information)
dernière modification de cet article :
2005
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