[Radiance-general] Re: trans or glass material, rectangular,
luminous, opening problem
Gregory J. Ward
gregoryjward at gmail.com
Fri Apr 21 17:42:18 CEST 2006
Hi Christian,
> thank you very much for your detailed answer, i think the biggest
> problem i am confronted with are these different terms.
> As i understand:
> transmissivity is the amount of light that is not absorbed inside
> an object, varies between 0and 1, not taking in consideration the
> reflection
> total transmittance the amount of light, that passes through an
> object, taking in consideration the index of refraction and is less
> than the transmissivity
> But what is transmission ?
That's my mistake -- I should have said "transmissivity" rather than
transmission. A transmission is the thing in your car that shifts
gears... In fact, I think the term is used interchangeably in a more
informal context with total transmittance.
Total transmittance takes into account reflections and
interreflections (and absorbtion) inside the glass, and is the
easiest value to measure.
> As i want to apply the color and transmission of this color filter
> to the glass i got these values from LEE:
> Transmission Y%: 62.4 ; Absorption: 0.21 ; as well as a Spectrum
> from which i calculated the xy chromaticity values with the mgfilt
> command: cxy 0.2884 0.3034
> They have precalculated XYZ and Yxy values for different sources,
> but i want to apply my own source at different dim and color
> temperature levels. http://www.leefilters.com/LPFD.asp?PageID=193
> To get my RGB values, i have to calculate the XYZ values and for
> that i need Y! Can i take 0.624 ?
Actually, the Y value of transmittance can change for different light
sources. What you should do is multiply the value you were given
(0.624) by the Y you get with your source spectrum, divided by the Y
you get when you use their reference source spectrum. The confusing
part is that you need to normalize the two spectra using the Y value
computed from each WITHOUT your glass transmittance spectrum.
Is this clear enough? I know it's confusing, but I don't know how to
explain it any better without adding a bunch of pictures and diagrams.
-Greg
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