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作 者:申屠伟进[1] 蔡纯[1] 戴劲草[1] 张明德[1] 孙小菡[1]
出 处:《光子学报》2005年第4期537-541,共5页Acta Photonica Sinica
基 金:江苏省高技术项目 ( 7706008020 );"十五"863项目(2002AA31230)资助
摘 要:从慢变包络(SVEA)时域光传输方程出发,对比了综合道格拉斯(GD)和传统的中心差分(CN)两种离散化格式,指出GD法比CN法精度有了很大提高 重点讨论了GD法的TD BPM边界处理问题,给出了吸收边界和透明边界离散的显式和隐式表达式,分析并确定了交替方向隐式法(ADIM)的边界处理方式;同时,对激励源加入的连接边界进行了仔细讨论 结果表明对于隐式GD TD BPM法边界处理应采用隐式。Based on time-domain beam propagation methods (TD-BPM) with the slowly varying envelope approximation (SVEA) , both schemes of generalized Douglas (GD) and conventional central-difference(CN) have been respectively used to disperse lightwave transmission equation, and have been compared each other. The results showed that the former is more accurate. The explicit and implicit expressions of absorbing and transparent boundary condition have been derived for the GD scheme in TD-BPM, respectively. The boundary condition based on the alternating-direction implicit method (ADIM) was also established. Meanwhile, incident wave and connecting condition have been discussed in details. As a result, the boundary condition of implicit GD-TD-BPM must apply implicit expression, and settling incident wave in computational region may effectively detail the reflected field.
关 键 词:平面波导器件 时域有限差分法 束传输法 综合道格拉斯 边界条件 连接条件
分 类 号:TN242[电子电信—物理电子学]
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