Obtaining high g-values with low degree expansion of the phasefunction

Kees Rinzema; Jaap J. ten Bosch; Hedzer A. Ferwerda; Bernhard J. Hoenders

doi:10.1117/12.167479

1 February 1994 Obtaining high g-values with low degree expansion of the phasefunction

Kees Rinzema, Jaap J. ten Bosch, Hedzer A. Ferwerda, Bernhard J. Hoenders

Proceedings Volume 2082, Quantification and Localization Using Diffuse Photons in a Highly Scattering Medium; (1994) https://doi.org/10.1117/12.167479
Event: Europto Biomedical Optics '93, 1993, Budapest, Hungary

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.

Citation Download Citation

Kees Rinzema, Jaap J. ten Bosch, Hedzer A. Ferwerda, and Bernhard J. Hoenders "Obtaining high g-values with low degree expansion of the phasefunction", Proc. SPIE 2082, Quantification and Localization Using Diffuse Photons in a Highly Scattering Medium, (1 February 1994); https://doi.org/10.1117/12.167479

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