Additivity of integral optical cross sections for a fixed tenuous multi-particle group

固定稀薄多粒子群的积分光学截面可加性

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Abstract

We use the volume integral equation formulation of frequency-domain electromagnetic scattering to settle the issue of additivity of the extinction, scattering, and absorption cross sections of a fixed tenuous group of particles. We show that all the integral optical cross sections of the group can be obtained by summing up the corresponding individual-particle cross sections, provided that the single-scattering approximation applies.

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