1981SIAM Journal on Applied MathematicsRequires access

The Average Transport Path Length in Scattering Media

J. N. Bardsley, A. Dubi

Open publisher page 29 citations

Abstract

For connected regions of arbitrary shape containing a distribution of scattering centers that need not be homogeneous, the average path length for particles that traverse the medium is shown to be unaffected by the presence of the scattering centers, provided that the incidence of the particles is uniform and isotropic, that no absorption or particle reproduction occurs in the medium, and that the scattering probabilities satisfy detailed balance.

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What this paper is about

For connected regions of arbitrary shape containing a distribution of scattering centers that need not be homogeneous, the average path length for particles that traverse the medium is shown to be unaffected by the presence of the scattering centers, provided that the incidence of the particles is uniform and isotropic, that no absorption or particle reproduction occurs in the medium, and that the scattering probabilities satisfy detailed balance.

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OpenAlex reports 29 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

For connected regions of arbitrary shape containing a distribution of scattering centers that need not be homogeneous, the average path length for particles that traverse the medium is shown to be unaffected by the presence of the scattering centers, provided that the incidence of the particles is uniform and isotropic, that no absorption or particle reproduction occurs in the medium, and that the scattering probabilities satisfy detailed balance.

Key concepts: Scattering, Path length, Traverse, Isotropy, Path (computing), Physics, Homogeneous, Mean free path

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