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Digital BW, The Print

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Message

Re: [Digital BW] Re: Densitometry Help

2002-04-24 by Michael J. Kravit

Barry,

If dmax is 1.8 and dmin is 0.05 then the Density Range is 1.75.
To find what percentage of the Density Range .6 is divide .6/1.75=0.34 
or 34%

Mike

On Tuesday, April 23, 2002, at 08:31 PM, flyfishingusa2002 wrote:

> Jeff,
> Thanks for the math! Now here's the question, If Dmax = 1.8 and Dmin
> = 0.05 What percentage of the dynamic range is, say, .6? Can you
> show us how to do it?
>
> Barry
>
> --- In DigitalBlackandWhiteThePrint@y..., "iwasnvrhere"
> <iwasnvrhere@y...> wrote:
>>     This might help.
>>  optical density (OD): For a given wavelength, an expression of
> the
>> transmittance of an optical element. Note 1: Optical density is
>> expressed by log10(1/T ) where T is transmittance. (188) Note 2:
> The
>> higher the optical density, the lower the transmittance. Note 3:
>> Optical density times 10 is equal to transmission loss expressed
> in
>> decibels, e.g. , an optical density of 0.3 corresponds to a
>> transmission loss of 3 dB. Def of optical density.
>>
>> Jeff
>>
>>
>>
>>
>>> John,
>>> You are at the same point as I am. Well, actually I'm a little
>>> ahead. The density readings are log to the base 10 so dividing
> the
>>> Dmax by 2 will not give you the expected 50% reading. I am
>> currently
>>> trying to figure out the math.
>>> I will let you know when I get there,
>>>
>>> Barry
>>>
>>> --- In DigitalBlackandWhiteThePrint@y..., John Chervinsky
>>> <chervinsky@d...> wrote:
>>>> Hi,
>>>>
>>>> I am attempting to calibrate my printer output using a
> calibrated
>>> X-Rite 810 densitometer.  I am using MIS FS inks through an
> Epson
>>> 1160 onto PhotoRag 308 paper; I am on a Mac computer.  I realize
>>> that this question has come up in the past, but practical
> elements
>>> of technique were omitted.  Below you will find the reflective
>>> densitometer (visual) output vs a 21 step stepwedge.  I did
>>> measurements using both the Randall and Piezography workflows.
> If
>>> you look at the numbers carefully, you will conclude as to how
>>> shockingly non-linear they are.  I would have expected, for
> example
>>> that the 50 % reading would have been close to 1.7/2 = .85.  The
>>> Measured value of around 0.6 is WAY off!
>>>>
>>>> Has anyone else had this experience? I would not think that my
>>> paper choice would have that much effect.  Are there subtle
>>> differences in using a reflective densitometer as opposed to a
>>> spectrophotometer to do the measurements? It would seem that for
>>> grayscale work that a densitometer should be fine.  Please
> advise.
>>>>
>>>> Thanks!
>>>>
>>>> -John Chervinsky
>>>>
>>>>
>>>>
>>>> STEPWEDGE  CONE      RANDALL
>>>> 100.0     	1.71     	1.77
>>>> 95.00     	1.54     	1.66
>>>> 90.00	     1.40     	1.57
>>>> 85.00	     1.26     	1.45
>>>> 80.00	     1.15     	1.33
>>>> 75.00	     1.05	     1.20
>>>> 70.00     	0.96     	1.07
>>>> 65.00	     0.86     	0.95
>>>> 60.00     	0.78	     0.83
>>>> 55.00     	0.69      0.76
>>>> 50.00	     0.61     	0.66
>>>> 45.00	     0.54     	0.58
>>>> 40.00	     0.48	     0.48
>>>> 35.00	     0.42     	0.39
>>>> 30.00     	0.36	     0.32
>>>> 25.00     	0.29      0.27
>>>> 20.00	     0.24     	0.21
>>>> 15.00	     0.19	     0.17
>>>> 10.00      0.14      0.13
>>>> 5.00	      0.09	     0.09
>>>> 0.00	      0.05	     0.05
>
>
>
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