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pigmented colorants: dependence on media and time - Cornell ...

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Figure 3.3: Setup for Newt<strong>on</strong>’s basic experiment. In this case, after<br />

white light was decomposed, the resulting green light is selectively allowed<br />

to pass through the sec<strong>on</strong>d aperture <strong>and</strong> the sec<strong>on</strong>d prism, yet<br />

the light remains green. Hence, Newt<strong>on</strong> would deem the green light<br />

pure. Adapted from [SB02].<br />

subtractive color mixing, since the primaries absorb (or subtract) a porti<strong>on</strong> of the<br />

incident light, keeping that porti<strong>on</strong> from your eye. The light that is not absorbed<br />

is reflected <strong>and</strong> visible to the eye. For instance, inks are a comm<strong>on</strong> example of a<br />

subtractive colorant. If white light strikes ink that absorbs all spectra except l<strong>on</strong>g<br />

wavelengths, it will appear red. Multiple inks superposed will absorb the other’s<br />

reflecting spectra. The resulting color from the ink mixture will be comprised <strong>on</strong>ly<br />

of reflected light that is not absorbed by any of the inks. Thus, the combinati<strong>on</strong> of<br />

several subtractive <str<strong>on</strong>g>colorants</str<strong>on</strong>g> yields a mixture whose total reflectance is the product<br />

of the c<strong>on</strong>stituents:<br />

C = <br />

i<br />

Hence, multiplicative mixing would be a more appropriate name, but the term<br />

subtractive color has stuck. The term subtractive mixing possibly originates from<br />

the different comp<strong>on</strong>ents absorbing the other’s c<strong>on</strong>tributing spectra.<br />

To illustrate the system, c<strong>on</strong>sider the curve in panel A of Figure 3.4 which<br />

shows the reflectance spectrum of a typical blue ink. A graph of spectral reflectance<br />

Ci<br />

51

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