用时域有限差分法设计硅基轨道微腔谐振器

S. Somkuarnpanit, P. Koosirivanichakorn, S. Khuntaweetep
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引用次数: 0

摘要

本文提出了一种用于设计硅衬底赛道微谐振器的算法,并对其结构进行了说明。利用精确的数值时域有限差分法计算了器件在光通信波长范围内的特性。在此基础上,考虑了导轨的最佳尺寸和弯曲导轨的曲率。从器件的最佳尺寸出发,计算了光谱响应,得到了半功率带宽HPBW与耦合效率K和自由空间距离FSR与赛道往返行程X/sub rt/之间的两个重要关系。利用这些L和R参数,结合导叶的最佳尺寸,在时域有限差分法仿真中得到的传递特性为:X/sub rt/ = 17.94 /spl mu/m, K = 0.223, FSR = 29.45 nm, HPBW= 4.45 nm, Q = 346.07, finesse为6.62,接近设计值。因此,我们的设计方法可用于硅衬底上赛道微谐振器在通信波长范围内的尺寸设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of a silicon based track microcavity resonator using finite-difference time-domain method
This paper presents an algorithm for use in designing a racetrack microresonator on silicon substrate, whose structure is illustrated. The accurate numerical FDTD has been used to calculate the characteristics of the device in the range of optical communication wavelengths. The optimum size of the guide, as well as the curvature of the curved guide, is considered from the results. From the optimum size of the device, the spectral response is consequently calculated, which leads to two important relationships between half-power bandwidth, HPBW, against the coupling efficiency, K, and free spatial range, FSR, against the racetrack round trip, X/sub rt/. Having used these parameters of L and R, in conjunction with the optimum size of the guide, in FDTD simulation, the transfer characteristics can be obtained as following: X/sub rt/ = 17.94 /spl mu/m, K = 0.223, FSR = 29.45 nm, HPBW= 4.45 nm, Q = 346.07 and finesse of 6.62, which are close to the design values. Therefore, our design procedure could be used in design of the dimensions of racetrack microresonators on silicon substrates in the communication wavelengths.
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