Publication Abstracts
Mishchenko 2008
, 2008: Multiple scattering by particles embedded in an absorbing medium. 1. Foldy-Lax equations, order-of-scattering expansion, and coherent field. Opt. Express, 16, 2288-2301, doi:10.1364/OE.16.002288.
This paper presents a systematic analysis of the problem of multiple scattering by a finite group of arbitrarily sized, shaped, and oriented particles embedded in an absorbing, homogeneous, isotropic, and unbounded medium. The volume integral equation is used to derive generalized Foldy-Lax equations and their order-of-scattering form. The far-field version of the Foldy-Lax equations is used to derive the transport equation for the so-called coherent field generated by a large group of sparsely, randomly, and uniformly distributed particles. The differences between the generalized equations and their counterparts describing multiple scattering by particles embedded in a non-absorbing medium are highlighted and discussed.
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BibTeX Citation
@article{mi03310z, author={Mishchenko, M. I.}, title={Multiple scattering by particles embedded in an absorbing medium. 1. Foldy-Lax equations, order-of-scattering expansion, and coherent field}, year={2008}, journal={Optics Express}, volume={16}, pages={2288--2301}, doi={10.1364/OE.16.002288}, }
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RIS Citation
TY - JOUR ID - mi03310z AU - Mishchenko, M. I. PY - 2008 TI - Multiple scattering by particles embedded in an absorbing medium. 1. Foldy-Lax equations, order-of-scattering expansion, and coherent field JA - Opt. Express JO - Optics Express VL - 16 SP - 2288 EP - 2301 DO - 10.1364/OE.16.002288 ER -
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