Electromagnetics of bi-anisotropic materials: Theory and applications

By A. N. Serdyukov, I. Semchenko, Sergei A. Tretyakov, Ari Henrik Sihvola. 2001

383 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/c2c92faaaa763a7c28fc9d5e0b66085740d8cf84

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Citations in the corpus

Thin perfect absorbers for electromagnetic waves: Theory, design, and realizations (2015, background): “[3 – 5].”
Metamaterial homogenization approach with application to the characterization of microstructured composites with negative parameters (2006, background): “Hence, these materials can be characterized by the following constitutive relations (valid for generic bianisotropic linear media [24], [25]):”
Fano-resonant metamaterials and their applications (2013, unknown): “In so doing, meta-materials have challenged our intuition by enabling such unusual phenomena as optical magnetism [6–8], negative refraction [1, 2, 9–11] and bi-anisotropy [12–14].”
Three-dimensional all-dielectric photonic topological insulator (2016, background): “An introduction of bianisotropy [ 43] into such dual systems is brought by proper reduction of the meta-atoms symmetry [ 15, 31, 23, 44] and induces an effective spin-orbital interaction [ 15, 45], giving rise to a topological transition accompanied by opening of a complete 3D photonic band-gap.”
On modifications of Newton's second law and linear continuum elastodynamics (2007, methodology): “…H through the equations hDiZ 3eff hEiCleff hHi; hBiZKleff† hEiCmeff hHi: ð8:4Þ When 3eff, leff and meff act locally in space (though not necessarily locally in time) these are the constitutive equations for bi-anisotropic media (see, for instance, Serdikukov et al. 2001 and references therein).”
Total Absorption of Electromagnetic Waves in Ultimately Thin Layers (2012, background): “netic polarizabilties are symmetric dyadics (bcr ee = 0, bcr mm = 0) and the ﬁelds coupling coefﬁcients satisfy bco em = b co me ; b cr em = b cr me ; (27) corresponding to chiral and omega couplings [14]. Due to the reciprocity, the transmission coefﬁcient is zero for waves incident from both sides”
Advanced Jones calculus for the classification of periodic metamaterials (2010, background): “Recent studies have shown that the assignment of eﬀec-tive material parameters is doubtful in many cases [24] and generally requires the assumption of complex constitutive relations [25–27].”