Clausius-Mossotti Relation Revisited: Media with Electric and Magnetic Response
arXiv:2008.09178 · doi:10.1016/j.optcom.2023.129844
Abstract
A reexamination of the Clausius-Mossotti relation in which material with both electric and magnetic responses yields surprising results. Materials with indices near zero and with real parts less than zero, that is the real part of both the permeability and permittivity are negative, are found to emerge from the interaction of electric and magnetic responses in a self-consistent theory. The new results point the way to artificial and natural materials with exotic responses. A simulation with 10^10 particles shows good agreement with the analytical results.
References in corpus (16)
- First-Principle Homogenization Theory for Periodic Metamaterials
- Effective medium theory of left-handed materials
- Polarizabilities and Effective Parameters for Collections of Spherical Nano-Particles Formed by Pairs of Concentric Double-Negative (DNG), Single-Negative (SNG) and/or Double-Positive (DPS) Metamaterial Layers
- The negative index of refraction demystified
- Modeling of Isotropic Backward-Wave Materials Composed of Resonant Spheres
- Effective medium theory for anisotropic metamaterials
- Polarizability Extraction for Waveguide-Fed Metasurfaces
- Generalized effective-medium theory for metamaterials
- Numerical simulations of negative-index refraction in wedge-shaped metamaterials
- Observation of optical gyromagnetic properties in a magneto-plasmonic metamaterial
- 2D magnetoelectric multiferroics in MnSTe/In2Se3 heterobilayer with ferroelectrically controllable skyrmions
- Design rules for customizable optical materials based on nanocomposites
- Achieving strongly negative scattering asymmetry factor in random media composed of dual-dipolar particles
- Homogenization of Maxwell's equations in periodic composites
- Homogenization of an ensemble of interacting resonant scatterers
- Clustering Diffused-Particle Method for Scattering from Large Ensembles of Electromagnetically Polarizable Particles