File:Ciecam02 luminance level adaptation factor.svg
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Summary[edit]
DescriptionCiecam02 luminance level adaptation factor.svg | CIECAM02: log-log plot of luminance level adaptation factor and its cube root approximation, versus the luminance level of the adapting field. The axes indicate the base 10 logarithm of the quantity, so LA ranges from 10-4 to 104, while FL ranges from 10-4 to 10. |
Date | |
Source | MATLAB |
Author | Myself |
Licensing[edit]
Public domainPublic domainfalsefalse |
I, the copyright holder of this work, release this work into the public domain. This applies worldwide. In some countries this may not be legally possible; if so: I grant anyone the right to use this work for any purpose, without any conditions, unless such conditions are required by law. |
MATLAB Code[edit]
la=logspace(-4,4) k=1./(5*la+1) fl=k.^4.*la+0.1*(1-k.^4).^2.*(5*la).^(1/3) loglog(la,fl,la,0.1715*la.^(1/3)) set(gca,'XTickLabel',-4:2:4,'YTickLabel',-4:1)
If you are curious as to how I derived the 0.1715 coefficient, you need simply substitute la=1 to get k=1/6 and fl=0.1715.
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Date/Time | Thumbnail | Dimensions | User | Comment | |
---|---|---|---|---|---|
current | 19:15, 12 February 2008 | 340 × 264 (7 KB) | Adoniscik (talk | contribs) | bite me #1 | |
19:13, 12 February 2008 | 476 × 540 (23 KB) | Adoniscik (talk | contribs) | Mediawiki is starting to annoy me. | ||
19:09, 12 February 2008 | 340 × 264 (7 KB) | Adoniscik (talk | contribs) | Previous upload stalled. | ||
19:06, 12 February 2008 | 340 × 264 (7 KB) | Adoniscik (talk | contribs) | I hope I get it now. | ||
19:04, 12 February 2008 | 340 × 264 (7 KB) | Adoniscik (talk | contribs) | Properly? | ||
19:03, 12 February 2008 | 400 × 400 (7 KB) | Adoniscik (talk | contribs) | Cropped | ||
19:01, 12 February 2008 | 400 × 400 (7 KB) | Adoniscik (talk | contribs) | {{Information |Description=CIECAM02: log-log plot of luminance level adaptation factor and its cube root approximation, versus the luminance level of the adapting field. The axes indicate the base 10 logarithm of the quantity, so L<sub>A</sub> ranges from |
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12 February 2008
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97989a6ed81886c191abe6ede9dc95f01944cf54
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