Color rendering index: Difference between revisions

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The '''Color rendering index''', or '''CRI''', is a measure of the ability of a light source to reproduce the colors of various objects being lit by the source. It is a method devised by the [[International Commission on Illumination]] (CIE). The best possible rendition of colors is specified by a CRI of one hundred, while the very poorest rendition is specified by a CRI of zero. For a source like a low-pressure [[sodium vapor lamp]], which is monochromatic, the CRI is nearly zero, but for a source like an [[incandescent light bulb]], which emits essentially [[blackbody radiation]], it is nearly a hundred. The CRI is measured by comparing the color rendering of the test source to that of a "perfect" source which is generally a black body radiator, except for sources with [[color temperature]]s above 5000K, in which case a simulated daylight (e.g. [[D65]]) is used. For example, a standard "cool white" [[fluorescent lamp]] will have a CRI near 62. Newer "triphosphor" fluorescents often claim a CRI of 80 to 85.

CRI is a quantitatively measurable index, not a subjective one. A reference source, such as blackbody[[black body radiation]], is defined as having a CRI of 100 (this is why incandescent lamps have that rating, as they are, in effect, blackbody radiators), and the test source with the same color temperature is compared against this. Both sources are used to illuminate eight standard samples. The perceived colors under the reference and test illumination (measured in the [[CIE 1931 color space]]) are compared using a standard formula, and averaged over the number of samples taken (usually eight) to get the final CRI. Because eight samples are usually used, manufacturers use the prefix "octo-" on their high-CRI lamps.

The standard formula consists of measuring the color indices of eight sample colors on the 1964 W*U*V* uniform color space (which is now obsolete). The indices of the samples are first measured while being illuminated by the reference source, yielding indices <math>[W_{i0},U_{i0},V_{i0}]</math> where the index ''i'' specifies the particular sample color. The indices of the samples are then measured under the test source yielding indices <math>[W_i,U_i,V_i]</math>. The distances <math>\Delta E_i</math> between the measured colors is then calculated: