Light scattering by a periodically time-modulated object of arbitrary shape: the extended boundary condition method

A proper generalization of the extended boundary condition method to calculate the transition matrix, T, for electromagnetic scattering from a homogeneous and isotropic body of arbitrary shape, characterized by a periodically time-varying electric permittivity, is presented. The application of the method on a specific example of a spheroidal dielectric particle confirms that time modulation induces strong inelastic scattering, accompanied by energy transfer between the scatterer and the light field, when the difference of the incident wave frequency to a particle optical resonance matches an integer multiple of the modulation frequency. Moreover, it is shown that, for nonspherical scatterers, these effects can be selectively tuned by external means such as the polarization and the propagation direction of the incident light beam. The method is readily implementable in available dynamic multiple-scattering computer codes, and, because of its versatility and computational efficiency, it can offer new opportunities for studying more complex time-varying photonic structures. (c) 2023 Optica Publishing Group

Automated summary

This paper presents a proper generalization of the extended boundary condition method to calculate the transition matrix, T, for electromagnetic scattering from a homogeneous and isotropic body of arbitrary shape, which is characterized by a periodically time-varying electric permittivity. The application of the method on a specific example of a spheroidal dielectric particle confirms that time modulation induces strong inelastic scattering and energy transfer between the scatterer and the light field. Moreover, the effects can be selectively tuned for nonspherical scatterers using external means such as the polarization and propagation direction of the incident light beam.