The size an individual
pixel is has an important bearing on the final quality of an image.
The larger a pixel is, the quicker it responds and gathers
information. The smaller a pixel is, the more amplification is needed to generate
the electrical signal required to provide the information the sensor
supplies. As the amount of amplification increases, so does
electrical interference known as 'noise', which degrades image
quality. This is known as the SNR - signal to noise ratio. Noise
manifests itself as different coloured pixels in areas of even
colour or tone, and is most prevalent in low light level shots
such as those taken indoors, or outside at night using colour. It is
not so much of a problem in Black & White shots but does lead to
'speckling' of tonal values.
Generally each sensor
has base sensitivity at which it works best. The larger the pixels
the more sensitive a sensor will be. So the ISO ratings range a
camera may have is often a reflection of the size of the pixels and how
much amplification of the sensor signals is required. ISO ranges are
provided by increasing the amplification - sensitivity - of the
sensor signals. If a sensor has
very good signal response at low amplification then it is possible
to provide a wide ISO range with increased sensitivity and keep the
SNR ratio low.
So the bigger a sensor
is, and the bigger the pixels are, the better the image quality will
be. But a camera's size, and that of any lens it uses, is related to
the size of it's sensor. The larger the sensor - the bigger the
camera. As the cost of a sensor is also related to its size, this
explains why the D-SLR's with their larger sensors, produce the best
image quality - and also cost more to buy. Please see Digital Camera ISO settings
for further details
Dynamic Range
When you take a picture
using a camera you are trying to record all the tones in a scene. It
is the different tones, from light to dark, and their relationship
to each other that together make up a recognizable image. There are
256 recordable tones, from pure white, to pure black in an Jpeg 8bit
file image. Under dull or
overcast conditions recording the full range of tones is not usually
a problem. But in bright, high contrast conditions it is. In these
situations and depending on how the scene has been metered by the
camera - see Metering
- either shadow or highlight detail
can be lost. Film generally has
a wider dynamic range than most digital camera sensors at present,
but even it cannot cope in all situations, whilst print film is
better than slide.
The reason the dynamic
range of sensors is not as wide as film has everything to do with
the way the different mediums work. Film is composed of tiny grains
of chemicals which change colour in response to light. When each
grain has absorbed all the light it can up to it's maximum it can't absorb any more, even if the
exposure continues as other grains continue to absorb light in areas
where there is less. This means that it is easier to capture a wider
range of tones in high contrast scenes.
With sensors it's
different. A pixel continues to absorb light even past maximum white light,
until the exposure ceases, it can't 'switch off' before. This leads
to two problems. One is that in high contrast scenes there is light
'spillage', where the maximum white light readings tend to 'spill
over' and affect other adjacent pixels so they produce a much
'whiter' colour reading than they should, and affect other pixels in
turn. This in turn produces what is known as 'burnt out highlights',
areas where all detail is lost because it's too bright. The answer
is to reduce the exposure to prevent this. This in turn leads to the
second problem, that in areas of low light the pixels don't absorb
enough light and this leads to loss of detail and contrast.
Various software
algorithms are now being developed to try and address the problem by
reducing the light spillage in bright areas and at the same time
boost the contrast in dark and shadow areas. This is being
introduced in various DSLR cameras as Dynamic Range Optimization,
Highlight Tone Priority, or something similar.
ISO Range
The larger the pixels
are on
a sensor, the faster it gathers information - the more sensitive it
is - and the more able it is to record the greatest range of tones
in a scene. A benefit of this is that it can do this over a greater
range of ISO speeds than a sensor with smaller pixels, and maintain
image quality. As sensor pixels get smaller in size, and thus
require longer exposure to the light to gather the required
information, so the ISO speeds get slower, and the ISO range they
can deliver good images at gets narrower.
A good measure of a
digital camera's ability is thus often it's ISO range. A wide range
indicates a capable sensor, a narrow one less so. A low base ISO also indicates a sensor with small pixels and slow light gathering
powers. Usually the two are connected. A sensor with small pixels will
have low ISO rating and a narrow range. Many DSLR's have large
pixel sensors with ISO ranges from 200-3200, or 100-1600. Digicams
however often only have narrow ranges such as 100-400, or
50-200.
The lowest
ISO figure
that a digital camera has is usually the rating at which the best image
quality exists that the sensor can produce. But it is not the case
that the deterioration in image quality, as ISO speeds increase, is
uniform. One camera might produced images across a wide ISO range
where there is only limited degradation, whilst another might have
huge and unacceptable differences across a narrow one. Often this is
down to how well the software that has been written for the camera
can interpret the information it receives from the sensor and what
level of noise reduction is used. High levels of noise reduction can
result in reduced image detail.
Pixel Counts.
At the present time,
most sensor sizes are made with differing numbers of pixels, the
smallest being 5mp. The 1.2/7", 1.1/8" and 2/3" types
are used in digicams and the maximum is currently 8mp for the 2/3rds
size and 7mp for the smaller ones. The 4/3rds, APS-C and 35mm ['full
frame sensor'] types appear in the D-SLR's and counts range from
4.7mp through to 10/12/14mp, with 12mp/21/24mp for
the full frame types.
One of the main problems
camera makers and chip designers face is that as more pixels are
fitted onto a sensor they must as a result be smaller. As pixels get
smaller the signal to noise ratio increases, and image quality
decreases. So the challenge is to put as many pixels on a chip as
possible whilst keeping image noise to a minimum. Another
emerging problem is that high sensor counts are exceeding the
resolution levels of the lenses used with them.
In general terms,
the bigger a sensor is, the better the image produced will be. But
for any one sensor size, while a higher pixel count will produce a
finer detailed image, able to be printed at a larger size without
pixels showing, in some cases the image quality may be lower due to
increased noise due to the smaller size of the individual pixels. It
is for this reason that the top of the range 'prosumer' digicams use
2/3" sensors, whilst DSLR's use much larger types. Generally
most DSLR images have little or no noise at all, in comparison with
even the best 'prosumer' digicam. As you can see from looking at the
previous chart, even a 2/3" sensor is quite small and its
pixels about 1/4 to 1/6 the size of those on the 'APS-C'
sensors.' We are now of the opinion that pixel counts for many
of the chip sizes have not only reached their limit, but gone too
far, and overall image quality and usability - resulting in higher
noise levels and too low ISO's - has
been sacrificed as a result.
Making
comparisons
The ordinary digital
camera user tends to get very confused, as do we from time to time,
trying to work out and understand the relationship between the
actual size of individual sensors, the number of pixels that are
fitted on to them, the size that the actual pixels on the
different sensors are, and what this means in actual user terms for
the digital camera user, in respect to reproduction and printing resolutions.
For at the end of the day the biggest single
factor would appear to be the actual size of pixels on a sensor. A larger number of
pixels does enable improved image quality in the sense that an image
can be produced at a larger size without looking pixelated i.e.
displaying jagged edges. And this does mean in turn that at any
given size image detail will look finer. But there is a limit as to
how much detail the human eye can distinguish. Once you move beyond
that point extra pixels are superfluous. More to the point they are unnecessary
and in some ways counter productive since they increase file sizes
for no particular benefit and take longer to process.
There are two main
comparisons that can be made with regard to sensor and pixel size.
There's resolution, which is concerned with the pixel count. And
noise level, which is mainly a result of pixel size. A clear
dividing line can be drawn between the smaller sensors used in
digicams and the larger sensors used in DSLR's and this is as a
result not of resolution but noise levels.
Noise level is directly
connected to the actual size of the pixels on a sensor. Various
methods are employed to reduce excessive noise using software algorithms
where possible, but these can have a degrading influence on overall
image quality. The best solution is not to have high noise levels in
the first place and this is achieved by using the largest pixel size
possible. In order to
illustrate the difference that exists we have compiled the following
table and diagrams which illustrate the size of pixels on various sensors in
relation to each other.
We don't know the size
of, and can't measure, the actual pixels on a sensor. What we can do
is make comparisons by calculating the area allowed for each pixel
and thus the pitch between them, i.e. from centre line to centre
line. It's not totally accurate as there is space around
each pixel for wiring etc. Nevertheless it's valid as a comparison,
and easy to do by taking the width or depth of the sensor, and
dividing it by the number of pixels located along it.
So for the common APS-C
sized 6mp sensor used by Pentax, Nikon and Konica-Minolta in many of
their DSLR's it's simply a matter of dividing the sensor width,
23.5mm by the number of horizontal pixels, 3008. A figure of 7.8
microns results. A micron is a millionth of a metre. It is usually
written as µm.
Here is a table listing
a range sensor sizes and pixel counts with the resulting pixel size
in microns. Some relate to specific well known cameras with unique
sensor sizes or pixel counts, and where sensors are common, to a
general sensor size/pixel count.
Camera/Sensor
Pixel
Count
Pixels
width x height
sensor
size [mm]
pixel
size
[microns]
Nikon
D3
12.05mp
4256
x 2832
35.8
x 23.9 [35mm]
8.4µm
Canon
EOS
5D
12.8mp
4368
x 2912
35.8
x 23.9 [35mm]
8.2µm
6mp
APS -C sensor
6mp
3008
x 2008
23.5
x 15.8
7.8µm
Sigma
SD14
4.64mp
2640
x 1760
20.7
x 13.8
7.8µm
Canon
EOS 1Ds2
16.7mp
4992
x 3325
35.8
x 23.9 [35mm]
7.2µm
Canon
EOS
350D
8mp
3456
x 2304
22.2
x 14.8
6.4µm
10mp
APS-C sensor
10.2mp
3872
x 2592
23.5
x 15.8
6.0µm
Sony
24mp FF sensor
24.8mp
6104
x 4064
35.8
x 23.9 [35mm]
5.9µm
Canon
40D
10mp
3888
x 2592
22.2
x 14.8
5.7µm
12mp
APS-C sensor
12.2mp
4288
x 2848
23.5
x 15.8
5.4µm
Olympus
E300/E500
8mp
3264
x 2448
17.3
x 13.0 [4/3rds]
5.3µm
Pentax
K20D
14.5mp
4672
x 3104
23.5
x 15.8
5.0µm
Olympus
E3
10mp
3648
x 2736
17.3
x 13.0 [4/3rds]
4.7µm
3mp
- 1.1/8"sensor
3mp
2048
x 1536
7.18
x 5.32
3.5µm
5mp
- 2/3" sensor
5mp
2560
x 1920
8.80
x 6.60
3.4µm
8mp
- 2/3" sensor
8mp
3264
x 2448
8.80
x 6.60
2.6µm
6mp
- 1.1/8" sensor
6mp
2848
x 2136
7.18
x 5.32
2.5µm
9mp
- 1.1/8" sensor
9mp
3488
x 2616
7.18
x 5.32
2.0µm
This table is
interesting and clearly shows why so many DSLR makers stuck to
using the 6mp APS-C sensors in their cameras for so long. Only the
much more expensive 12mp full frame DSLR's from Nikon and Canon
have larger pixels. Although larger pixel count
cameras have been introduced the main problem has been one of
keeping noise levels down to near that produced by the 6mp sensors. And a
lot of R&D has been spent achieving that. If you consider that the 6mp
APS-C is 2.25 times smaller than a full frame sensor it's easy to see
how the 12mp full frame sensors have higher counts with bigger
pixels.
It also shows why
digicam makers choose 2/3" chips for the 5mp prosumer digicams,
the pixels were almost the same size as the then current 3mp
digicams using smaller chips. The subsequent increase in pixel count to 8mp was
not a good idea, as we have said before. But seeing is believing as
they say, so below are some diagrams illustrating a few sensor pixel sizes in relation to each other.
Eos
5D
12.8mp
6mp
APS-C
Eos
1Ds11
16.7mp
Eos
350D/20D
8mp/8.2mp
10.2mp
APS-C
12.2mp
APS-C
Olympus
E300/E500
8mp
3mp
1.1/8"
5mp
2/3"
8mp
2/3"
6mp
1.1/8"
9mp
1.1/8"
Quite a large difference
in pixel size exists as you can see.
Resolution and Moire
The other main
comparison most users make between digital cameras, whatever their
type, is sensor count. If increased sensor count has a
detrimental effect on image noise because of smaller pixel size
there is one area where an advantage is gained, increased
resolution, and thus finer image detail.
Higher pixel counts also
help to offset to some extent problems that exist with sensors,
digital artefacts. There are two. One we have already mentioned,
aliasing, occurs as a result of colour interpolation. The other,
moire, is a result of the highly structured nature of sensor pixels
clashing with patterns in a scene. Finely woven fabric is one, but
any regular repeating pattern is liable to cause it. It happens when
the frequency of the pattern is smaller than the frequency of the
pixels. It is more likely to happen with distant scenes and objects
where the regular repeating patterns are smaller in size in relation
to the number of pixels on a sensor.
To overcome these artefacts
camera makers have fitted anti-aliasing and low pass filters [which
pass low frequencies but block high ones] which simply block this
fine detail. Seems crazy doesn't it? It also helps to explain the
general conundrum whereby digital cameras can produce very high
quality images at close quarters, but the image quality suddenly
falls away as the focused distance increases, not a gradual decrease
as with film. And where a digital image can suddenly appear to
fall out of focus - bang, not the gentle fall away that is seen with
film.
The general structured
pattern of pixels on a sensor also explains why tests with line
charts between digital capture and film seem so bad for digital when
line frequency increases. Digital is very good at capturing irregular patterns, those that
don't match the pixel structure, and very bad with those regular
patterns that do. This doesn't show itself until pattern frequency
matches or becomes greater than the pixel frequency. Then the
digital image goes from displaying very good detail to very bad as
the low pass filter kicks in and blocks the information.
Film is more even because the grains on film do
not adhere to a regular pattern, it's always random. So while the
overall level of resolution might not be so high, the degradation in
image quality is more even. It just falls slowly away and doesn't
suddenly cut off.
As sensor counts have
increased some camera makers have reconsidered whether the filters
are better fitted or left out. In the past Kodak DSLR's have
often been fitted with removable low pass filters so the user could
decide whether to use them or not, and with their last DSLR's, the
14n/c pro, they left the filters out altogether, considering that
the high pixel count meant any artefacts present did not show under
normal reproduction sizes, only at actual pixel size. Leaving the
filters off gives far higher resolution and thus much sharper
images. It is thought Nikon have taken a similar course with their
D2x, perhaps not removing the filters altogether but reducing the
level of their effect, as despite it
having 4mp fewer pixels than Canon's 1Ds 11 - 12.8mp v 16.7mp - it
is able to resolve just as much detail.
There is another reason
this might be so, and another factor in sensor counts that must be
taken into account. Lens resolution. The lens fitted to a camera
determines how much resolution a camera will be able to give since
it produces the image light that falls on the sensor. The higher the
resolving power of the lens, the better the overall image quality
will be. When the pixel count is increased so must the resolving
power of the lenses used to make any advantage of the increase in
pixel numbers worthwhile. So increasing the pixel count on an APS-C
sized sensor from 6mp to say 10mp or 12mp as Nikon have done, making
the pixel frequency smaller, brings with it the requirement to
increase the resolutions of the lenses used. If this is not done,
then a lot of the advantage of the increased pixel count is
lost.
It is for this reason
that lens makers are introducing new lens with higher resolutions.
It also explains why high quality prime lenses with their higher
resolving powers are currently staging a comeback. They produce the
levels of resolution needed, which the majority of standard 35mm
film lenses cannot, especially with high pixel count
sensors, another reason many makers continue to use 6mp sensors
rather than higher counts.