Radiation Measurement in Photobiology 1989
DOI: 10.1016/b978-0-12-215840-7.50006-9
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Basic Principles of Light Measurement

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“…It is conventionally considered ideal if D(α, λ), at a particular wavelength, matches a cosine response, such that D(α, λ) = cos(α), since this is characteristic of the angular variation of intensity when light is incident at an angle on a flat surface, such as is approximated by the skin (Tarrant 1989). In practice, many meters deviate significantly from cosine response (Martin et al 1999).…”
Section: Angular Correction Factormentioning
confidence: 99%
“…It is conventionally considered ideal if D(α, λ), at a particular wavelength, matches a cosine response, such that D(α, λ) = cos(α), since this is characteristic of the angular variation of intensity when light is incident at an angle on a flat surface, such as is approximated by the skin (Tarrant 1989). In practice, many meters deviate significantly from cosine response (Martin et al 1999).…”
Section: Angular Correction Factormentioning
confidence: 99%
“…The response of a radiometer depends upon the range of wavelengths present in the incident light, the radiance of the source and the direction from which the light is incident upon the entrance aperture of the detector. For a true measurement of irradiance, the directional response D of the radiometer should vary as the cosine of the angle α between the incident light and the axis of the detector input optics (Coleman et al 2000, Tarrant 1989). In practice, D may also be a function of both the azimuthal angle θ and wavelength λ, and D(α, θ, λ) may be a good or poor approximation to an ideal cosine response.…”
Section: Introductionmentioning
confidence: 99%