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Electromagnetic simulation of amorphous silicon waveguides

机译:非晶硅波导的电磁仿真

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In the past several decades, the Finite-Difference Time-Domain (FDTD) method has become one of the most powerful numerical techniques in solving the Maxwell's curl equations and has been widely applied to solve complex optical and photonic problems. This method divides space and time into a regular grid and simulates the time evolution of Maxwell's equations. This paper reports some results, obtained by a set of FDTD simulations, about the characteristics of amorphous silicon waveguides embedded in a SiO_2 cladding. Light absorption dependence on the material properties and waveguide curvature radius are analysed for wavelengths in the infrared spectrum. Wavelength transmission efficiency is determined analysing the decay of the light power along the waveguides and the obtained results show that total losses should remain within acceptable limits when considering curvature radius as small as 3 μm at its most.
机译:在过去的几十年中,有限差分时域(FDTD)方法已成为解决Maxwell卷曲方程的最强大的数值技术之一,并已广泛用于解决复杂的光学和光子问题。该方法将空间和时间划分为规则的网格,并模拟麦克斯韦方程组的时间演化。本文报告了一些结果,这些结果是通过一组FDTD仿真获得的,这些结果与嵌入SiO_2包层中的非晶硅波导的特性有关。对于红外光谱中的波长,分析了材料特性和波导曲率半径对光吸收的依赖性。通过分析光功率沿着波导的衰减来确定波长传输效率,并且获得的结果表明,当考虑最大曲率半径小至3μm时,总损耗应保持在可接受的范围内。

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