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Study of optically induced effects due to bending and twisting using the vector finite-element method

机译:用矢量有限元法研究弯曲和扭曲引起的光致效应

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We study the effects of macroscopic bends and twists in an optical waveguide and how they influence the transmission capabilities of a waveguide. These mechanical stresses and strains distort the optical indicatrix of the medium, producing optical anistropy. The spatially varying refractive indices are incorporated into the full-wave Maxwell's equations. The governing equations are discretized by using a vector finite-element method cast in a high-order finite element approximation. This approach allows us to study the complexities of the mechanical deformation within a framework of a high-order formulation that can, in turn, reduce the computational requirement without degrading its performance. The optical activities generated, total energy produced, and power loss due to the mechanical stresses and strains are reported and discussed. (c) 2006 Optical Society of America.
机译:我们研究了光波导中宏观弯曲和扭曲的影响,以及它们如何影响波导的传输能力。这些机械应力和应变使介质的光学指标变形,从而产生光学人类学。空间变化的折射率被合并到全波麦克斯韦方程中。控制方程通过使用矢量有限元方法以高阶有限元逼近法离散化。这种方法使我们能够在高阶公式的框架内研究机械变形的复杂性,从而可以降低计算需求而不降低其性能。报告并讨论了由于机械应力和应变而产生的光学活动,产生的总能量以及功率损耗。 (c)2006年美国眼镜学会。

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