From: "Austin Franklin" <darkroom@...>
To: <DigitalBlackandWhiteThePrint@yahoogroups.com>
Sent: Sunday, March 24, 2002 1:04 PM
Subject: RE: [Digital BW] Dynamic Range
(snip)
>
> Hi Martin,
>
> Weakest is not the same as noise.
Okay
>
> > > > Calculated using Dmax and Dmin:
> > > > Inkjet dynamic range: 23 to 85
> > >
> > > No...that's the point. Density ratio values are NOT the same as
dynamic
> > > range.
> >
> > That's not what the definition says.
>
> What definition says what?
Dynamic range: the ratio of the strongest to the weakest sound intensity
that can be transmitted or reproduced by an audio or broadcasting system.
> Seriously, it's not debatable that density ratio
> values are not the same as dynamic range, it simply is a fact...
No the dictionary says quite clearly that dynamic range is the ratio of the
strongest sound intensity to the weakest sound intensity which in a
photographic print I am taking the equivalent of sound intensity to be
reflectance or reflective density. I don't see how this does not conform to
the definition.
>All
> density ratio values are, are ratios of, well, density, there is nothing
in
> the density ratio value scale that has anything to do with noise (minimum
> measurABLE signal).
Maybe there isn't any noise in this system. The system exists and behaves
independent of our ability or inability to measure it.
>
> > The value of 1 is the step size of density ration values, but NOT of
> > > dynamic range.
> >
> > Density variation is step-less in an analog system. A silver print is a
> > continuous tone image.
>
> Not true. Analog systems are not stepless, there is noise in any system!
> If they WERE stepless, the dynamic range would be infinite, by definition.
Digital systems have steps, analog systems don't.
"Digital: 4 : of or relating to data in the form of numerical digits"
Discrete values. Steps.
"Analog: 2 a : of, relating to, or being a mechanism in which data is
represented by continuously variable physical quantities"
Continuously variable. No steps.
Talk to the guys who wrote the dictionary. I am going to stick with these
basic definitions.
>
> > "1" is nothing but a ratio value, as in, 2:1 is twice as
> > > dark... Technically, something can be 1.223456:1 times as dark, but
the
> > > density ratio value system is based on :1, and does not accommodate
> > this...
> > >
> > > Dynamic range requires you know the noise in the system,
> >
> > This is true in audio and electronics but seems to have little to
> > do with a
> > step wedge of tones on a piece of paper.
>
> Noise (minimum measurable signal is the same as noise for the purposes of
> this discussion) is required by the definition of dynamic range! Dynamic
> range is the ratio of the largest measurable signal to noise! Without
> noise/smallest measurable signal, you can not determine dynamic range.
It would seem to me that the minimum measurable density would be the paper
base which is Dmin and the largest measurable signal would be Dmax. So how
is this different from Dmax:Dmin?
>
> > > density ratio
> > > values do not, they are only relative to themselves in intensity,
where
> > > dynamic range is not. As the example I gave in my other post, you can
> > have
> > > a really high density value of, say 4, but no tones in
> > between...and that
> > > has poor dynamic range, but you can have a dMax of 1.8 and a dMin if
.1,
> > but
> > > have a whole lot of tones in between...that has a high dynamic range.
> >
> > Dynamic range does not tell you anything about what is in between
> > the end of
> > the scale it simply defines its scope.
>
> No, the endpoints define it's "scope" (range). Dynamic range IS the
number
> of steps between the minimum measurable signal and the largest signal,
since
> you can only measure in increments of noise.
The noise is in the measurement and not in the system. Then by your
definition a stepless system has no dynamic range.
>
> > If it is analog you can
> > stop anywhere
> > within the range an find a point and those are infinite in number.
Silver
> > printing is stepless.
>
> Not true. In an analog system, you can only measure to noise, so your
> measurement will have a +- range, and that range is noise. You can not
> measure .0000001 volts in a system that has .1V noise!
Austin, the noise is in the measurement not in what is measured.
Think of a rubber band. Let's say it is 2" long in it's relaxed state and it
can be stretched to a length of 4" before it breaks. This is an analog
system and it can be any of an infinite number of lengths between 2" and 4",
the dynamic range of the length is 4:2 or 2. Just because your ruler only
has divisions of 0.1mm does not mean the length of the rubber band can only
be in 0.1mm steps.
>
> > No max:min density ratios are dynamic range.
>
> Absolutely not. Because you measured a minimum value of X does not mean
> that value is the noise floor!
Not all systems have noise. Where is the noise in my rubber band system?
Where is the noise in a silver print or an inkjet print?
>
> > I will stick to the
> > dictionary
> > definition. You are arguing less is more.
>
> I don't understand what you mean "I am arguing less is more"...please
> explain.
Your original statement that there are more tones available within the
smaller range of an inkjet print then there are with the larger range of a
silver print.
> BTW, I have been designing signal processing systems for a long
> time. The definition of dynamic range I know very very well. You are
> missing the concept of noise not being the same as the minimum measurED
> signal, as opposed to the minimum measurABLE signal. This is a very
> important distinguishing point.
I respect your knowledge in that field and I realize the significance noise
plays in signal processing. I have been fortunate to have some good
electrical engineers help over come these problems when designing control
systems for chemical plants.I just do not think that you can apply this
analysis to a chemical system such as photography.
>
> > > > Since a silver print and an inkjet
> > > > print are both
> > > > analog, there is an infinite number of tones between the minimum and
> > > > maximum.
> > >
> > > Well, no. The silver print is finite, since noise will overcome your
> > > ability to discern tones. That's what limits silver prints
> > dynamic range.
> > > The number of steps that can be discerned (in a range) is dynamic
range.
> >
> > Okay, if it is finite how many tones can be produced in a silver gelatin
> > print?
> >
> > Silver is not finite. Silver emulsion exposure and development produce
> > reactions that can proceed to any point and provide an infinite number
of
> > tones.
>
> I take it you don't understand the concept of noise in an analog system,
or
> you would understand why the tones are limited.
I understand the concept of uncertainty as it relates to measuring the
system but I do not see the noise in a print.
>
> > I understand, I just don't agree.
>
> Then you don't understand some things...and that is what I am trying to
> explain to you. Please put down your beliefs, and listen to me. I've
been
> doing this stuff for a long time, and I know what I am saying is
absolutely,
> unmistakably correct.
I am not saying that you are mistaken when you look at the system and the
measuring device together, but think of it without the measuring device
present.
>
> > I think that you are redefining dynamic
> > range in light of your electronics and digital background that are not
> > completely applicable to a paper print.
>
> Dynamic range IS dynamic range, period, what ever the application! It is
> completely applicable. As I've said, this is a point of confusion that
has
> been around for some time, understanding the difference between density
> ratio values and dynamic range, and that they are not interchangeable
terms.
> The term dynamic range is typically misused. It is similar to the
> misunderstanding that because positive film has a wider density range,
that
> it has a higher dynamic range, and it does not. Negative film has more
> discernable tones than positive film, and yet it has a shorter density
> range.
So you do not agree with the dictionary definition of dynamic range and so
we go around in circles. Think about the meaning of dynamic range in a
system that has no noise.
And I do agree the term has been much abused, especially in scanner specs.
>
> > I agree that Density Range and Density Dynamic Range are not
> > interchangeable. Range is the max minus min difference and
> > Dynamic Range is
> > the max:min ratio.
>
> As I've said, you are confusing what min means in each case, and in each
> case, they are different. Min in the sense of dynamic range is the noise
in
> the system, min in the sense of density ratio values is the minimum you
> measured in THAT image...and is NOT the same as the noise in the system.
What is the noise in my rubber band system? In measuring the length of the
rubber band I have uncertainly for each measurement I take and measurement
resolution limitations based upon the quality of my ruler but this in no way
effects what the rubber band is doing or can do.
>
> Again, the minimum measurED signal is entirely different than a minimum
> measurABLE signal. Density ratio values are based on measureED signal,
and
> dynamic range is based on measurABLE signal.
I am not concerned about the measurements of the system but about the system
itself. You keep seeing the measurements and the measuring devices as part
of the system and they are not. The measurements are essential in
investigating, understanding and using the system but they are outside the
system.
There are exceptions where the taking of measurements effects the system but
I do not see this as the case with paper prints.
If I measure a print with a photospectrometer that has a resolution of 0.01
then I can ideally measure 100 levels but there will be some uncertainty in
the measurement (noise?) of say +/- 0.01 so that I may reliably measure only
50 levels. If I buy a better instrument then I might get a resolution of
0.001 +/-0.001 and reliably measure 500 levels. This does not change the
nature of the print or tell me know may shades are present, it only defines
some points on the curve.
>
> > In any case, neither value places a limit on the ability to make a fine
> > print with the materials chosen, either ink or silver.
>
> True, but misunderstanding only confuses the ability to understand how
this
> stuff really works ;-)
>
What we need to do is sit down face to face with a blackboard or paper and
pencil. I feel like we are standing on opposite sides of an elephant
describing the mirror image of the same thing.
I am afraid that we are probably the only ones wading through this and
should go off list or hope for a chance to actually discuss in real time.
Martin