2017
DOI: 10.1063/1.4975482
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Giant enhancement of the controllable in-plane anisotropy of biased isotropic noncentrosymmetric materials with epsilon-negative multilayers

Abstract: Effects of photon reabsorption phenomena in confocal micro-photoluminescence measurements in crystalline silicon J. Appl. Phys. 121, 063101063101 (2017) Giant in-plane anisotropy can be exhibited by a finitely thick periodic multilayer comprising bilayers of an isotropic noncentrosymmetric material and a non-dissipative isotropic medium of negative permittivity, when a dc electric field is applied in the thickness direction. Compared to a homogeneous layer of the noncentrosymmetric material with the same thick… Show more

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Cited by 9 publications
(6 citation statements)
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“…CdTe is an isotropic dielectric material whose relative permittivity changes as a function of the temperature in the THz regime. However, CdTe is also an electro-optic material so that we invoked the Pockels effect by the application of an electrostatic field [23,24]. When CdTe is subjected to a dc electric field E dc = E dc u z , its acts like an orthorhombic dielectric material with relative permittivity dyadic…”
Section: Methodsmentioning
confidence: 99%
“…CdTe is an isotropic dielectric material whose relative permittivity changes as a function of the temperature in the THz regime. However, CdTe is also an electro-optic material so that we invoked the Pockels effect by the application of an electrostatic field [23,24]. When CdTe is subjected to a dc electric field E dc = E dc u z , its acts like an orthorhombic dielectric material with relative permittivity dyadic…”
Section: Methodsmentioning
confidence: 99%
“…7, we repeat the evaluations of the quantities of Fig. 6 but for a less efficient design from Table 1, namely CdTe into diamond; cadmium telluride is an isotropic noncentrosymmetric material with interesting properties www.nature.com/scientificreports www.nature.com/scientificreports/ exploited in photonic applications too 49 . The variations are similar with those of Fig.…”
Section: Sharp Energy Filteringmentioning
confidence: 99%
“…Special attention should be given to the boundary conditions at interfaces, however [30,31]. The point is that in the derivation of Fresnel formulae an important role is played by boundary conditions, which are different for the interface between dielectric media and for the interface between dielectric and conducting (and hence, lossy) media.…”
Section: Fresnel Formulae In Case Of Absorbing Dnmmmentioning
confidence: 99%