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Permeability tensor versus permittivity one in theory of nonreciprocal optical components

机译:不可逆光学元件理论上的渗透率张量与介电常数

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We discuss symmetry properties of the combined systems: electromagnetic field (TE and TM modes) + medium (nondiagonal permeability tensor [μ] and nondiagonal permittivity one [∈]) in 2D photonic crystals with transverse magnetization. We show that the origin of orthogonality of the pairs (TE mode + [∈]) and (TM mode + [μ]) is different parities of the corresponding fields with respect to the horizontal plane of symmetry of the crystal. As a result of this symmetry, a common use only of the permittivity tensor [∈] in the electromagnetic theory of nonreciprocal optical components, ignoring the permeability tensor [μ], leads to loss of a significant part of possible solutions related to TE modes.
机译:我们讨论了组合系统的对称特性:横向磁化的二维光子晶体中的电磁场(TE和TM模式)+介质(非对角导磁张量[μ]和非对角介电常数1 [ε])。我们表明,相对于晶体对称水平面,两对(TE模式+ [ε])和(TM模式+ [μ])的正交性原点是相应场的不同奇偶性。由于这种对称性,在不可逆光学组件的电磁理论中,仅使用介电常数张量[ε]而不考虑磁导率张量[μ]会导致与TE模式有关的可能解的大部分丢失。

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