元原子的多极分析

Stefan Mühlig, Christoph Menzel, Carsten Rockstuhl, Falk Lederer
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引用次数: 139

摘要

我们确定了严格计算的元原子散射场,并将其分解为复振幅的球面谐波。将这些球谐变换成笛卡尔基,可以得到该坐标系中所有的多极矩,即所有的电偶极、磁偶极、四极和任何高阶矩都可以完全确定。我们表明,这些多极矩提供了对光如何与所考虑的元原子相互作用的更深入的理解。在概述了分析框架之后,我们以两个已建立的元原子为例进行了研究,并展示了我们方法的适用性。
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Multipole analysis of meta-atoms

We determine the rigorously calculated scattered field of meta-atoms and decompose it into spherical harmonics with complex amplitudes. Transforming these spherical harmonics into a Cartesian base reveals all multipole moments in this coordinate system, i.e. all electric and magnetic dipole, quadrupole and any higher order moments can be completely determined. We show that these multipole moments provide a deeper understanding on how light interacts with the considered meta-atoms. After sketching the analytical framework, we investigate exemplarily two well-established meta-atoms and show the applicability of our approach.

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