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Mie scattering of high numerical aperture fields

机译:高数值孔径场的米氏散射

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摘要

Recently, we proposed several complete orthonormal bases to increase the efficiency of modeling directional, high numerical aperture fields for both the scalar and electromagnetic cases, based on the idea of imaginary focus displacements. Their elements, which can be thought of as nonparaxial analogs of Laguerre-Gauss beams, are analytic solutions to the wave equation in free space and can be optimized for the particular angular spread (NA) using a single parameter corresponding to the imaginary displacement. The scattering of these basis elements off spherical particles can be calculated analytically, as can also the resulting forces and torques exerted on the particle by any linear combination of these fields. Applications involving both fully coherent and partially coherent fields are discussed.
机译:最近,我们提出了几个完整的正交基础,以基于虚构的焦点位移的思想,提高了对标量和电磁情况下的定向高数值孔径场建模的效率。它们的元素可以被认为是Laguerre-Gauss光束的非旁轴类似物,是自由空间中波动方程的解析解,可以使用与虚位移对应的单个参数针对特定的角展度(NA)进行优化。这些基本元素从球形颗粒上的散射可以通过解析方法进行计算,通过这些场的任何线性组合施加在颗粒上的合成力和扭矩也可以通过分析来计算。讨论了涉及完全相干和部分相干领域的应用。

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