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Proceedings Paper

Obtaining high g-values with low degree expansion of the phasefunction
Author(s): Kees Rinzema; Jaap J. ten Bosch; Hedzer A. Ferwerda; Bernhard J. Hoenders
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Paper Abstract

Analytic theory of anisotropic random flight requires the expansion of phase-functions in spherical harmonics. The number of terms should be limited while a g value should be obtained that is as high as possible. We describe how such a phase function can be constructed for a given number N of spherical components of the phasefunction, while obtaining a maximum value of the asymmetry parameter g.

Paper Details

Date Published: 1 February 1994
PDF: 3 pages
Proc. SPIE 2082, Quantification and Localization Using Diffuse Photons in a Highly Scattering Medium, (1 February 1994); doi: 10.1117/12.167479
Show Author Affiliations
Kees Rinzema, Univ. of Groningen (Netherlands)
Jaap J. ten Bosch, Univ. of Groningen (Netherlands)
Hedzer A. Ferwerda, Univ. of Groningen (Netherlands)
Bernhard J. Hoenders, Univ. of Groningen (Netherlands)


Published in SPIE Proceedings Vol. 2082:
Quantification and Localization Using Diffuse Photons in a Highly Scattering Medium
Britton Chance; David T. Delpy; Marco Ferrari; Martin J. C. van Gemert; Gerhard J. Mueller; Valery V. Tuchin, Editor(s)

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