Simple Exponential Functions Describing the Absorbance Bands of Visual Pigment Spectra

D.G. Stavenga; R.P. Smits; B.J. Hoenders

doi:10.1016/0042-6989(93)90237-Q

Simple Exponential Functions Describing the Absorbance Bands of Visual Pigment Spectra

D.G. Stavenga, R.P. Smits, B.J. Hoenders

Zernike Institute for Advanced Materials

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Literature data for visual pigment spectra are formally treated by assuming that the spectra consist of a summation of absorbance bands, that the shape of the bands is invariant according to the Mansfield-MacNichol transform and that this shape is described by simple exponential functions. A new template for constructing visual pigment spectra from peak wavelengths is derived.

Originele taal-2	English
Pagina's (van-tot)	1011-1017
Aantal pagina's	7
Tijdschrift	Vision Research
Volume	33
Nummer van het tijdschrift	8
DOI's	https://doi.org/10.1016/0042-6989(93)90237-Q
Status	Published - 1993

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abstract = "Literature data for visual pigment spectra are formally treated by assuming that the spectra consist of a summation of absorbance bands, that the shape of the bands is invariant according to the Mansfield-MacNichol transform and that this shape is described by simple exponential functions. A new template for constructing visual pigment spectra from peak wavelengths is derived.",

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AU - Hoenders, B.J.

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AB - Literature data for visual pigment spectra are formally treated by assuming that the spectra consist of a summation of absorbance bands, that the shape of the bands is invariant according to the Mansfield-MacNichol transform and that this shape is described by simple exponential functions. A new template for constructing visual pigment spectra from peak wavelengths is derived.

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KW - Spectral shape

KW - Absorbance band

KW - Nomogram

KW - Visual pigment

U2 - 10.1016/0042-6989(93)90237-Q

DO - 10.1016/0042-6989(93)90237-Q

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