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Propagation of Electromagnetic Wave through Anisotropic Graded Refractive Index Profile
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作者 arnold abramov Lin Luan 《Journal of Applied Mathematics and Physics》 2014年第1期47-50,共4页
Propagation of electromagnetic wave (EW) through multilayer structure consisting anisotropic layers with gradient refractive index material is studied theoretically. Analytical solution for linear dependence of refrac... Propagation of electromagnetic wave (EW) through multilayer structure consisting anisotropic layers with gradient refractive index material is studied theoretically. Analytical solution for linear dependence of refractive index profile is examined. The structure consist the forbidden gaps, which are sensitive to parameters of refractive index profile. 展开更多
关键词 ELECTROMAGNETIC Refractive Index GRADIENT Layer
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Whispering Gallery Modes Formed by Scattering of an Electromagnetic Plane Wave by Two Cylinders
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作者 arnold abramov Yutao Yue +4 位作者 Chunlin Ji Ruopeng Liu Xue Li Juehui Zhou Alexander Kostikov 《Journal of Applied Mathematics and Physics》 2017年第4期785-791,共7页
We report the effect of scattering of electromagnetic plane waves by two cylinders on whispering gallery mode (WGM) formation in a cylinder. WGM can occur because of the presence of additional cylinder scatterers at s... We report the effect of scattering of electromagnetic plane waves by two cylinders on whispering gallery mode (WGM) formation in a cylinder. WGM can occur because of the presence of additional cylinder scatterers at specific location, while WGMs can only form in a single cylinder for specific cylinder radius and/or wavelength values, the matching accuracy required would be much greater than that required in our model for the additional cylinders locations. Analysis of the general solution to the problem showed that the effect can be explained by the interference of waves scattered by additional cylinders and incident on the main cylinder. 展开更多
关键词 SCATTERING WAVE CYLINDER WGM
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Magnetic-Field Effects on Donor Impurity States in a Quantum Well
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作者 arnold abramov 《World Journal of Condensed Matter Physics》 2012年第4期188-191,共4页
Green’s function technique is used to obtain the solution of Shredinger equation for impurity states in a quantum well (QW) under the magnetic field. Binding energy of impurity states is defined as poles of the wave ... Green’s function technique is used to obtain the solution of Shredinger equation for impurity states in a quantum well (QW) under the magnetic field. Binding energy of impurity states is defined as poles of the wave function. We studied effects of the magnetic field magnitude and impurity position on the binding energy. The calculations were performed for both ground and excited states. The dependences of binding energies versus impurity position and magnetic field are presented for GaAs/Al0.3Ga0.7As QW. 展开更多
关键词 Quantum WELL IMPURITY BINDING Energy MAGNETIC Field
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