光谱学:表面附近小颗粒的光谱学

M. M. Dvoynenko, A. Goncharenko, V. Lozovski, E. Venger
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引用次数: 0

摘要

通过求解自一致体积积分方程,计算了平行六面体粒子与平面基底相互作用时的局部磁化率和体积平均磁化率。为了估计粒子的非点性,将粒子中心的磁化率与偶极子类点近似计算的磁化率进行了比较。结果表明,非点性参数由粒子与周围介质常数的差值以及粒子形状与立方形状的偏差来确定。对小介电粒子的吸收截面进行了数值计算,结果表明衬底效应导致了光谱的低频偏移和低频副峰的出现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optical spectroscopy of small particles near a surface
Solving the self-consistent volume integral equation, we compute the local susceptibilty, as well as volume-averaged one of a small parallelepipedal particle interacing with a flat substrate. To estimate the measure of nonpointness of a particle, the susceptibility in the particle center is compared with that calculated in the dipole point-like approximation. It is shown that a parameter specifying nonpointness is determined by the difference in the particle and ambient dielectric constant, as well as by measure of deviation of the particle shape from cubic one. Numerical calculations of absorption cross-section carried out for small dielectric particles shw that the substrate effects lead to the low-frequency shift of the spectra and appearance of a low-frequency subsidiary peak.
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