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首页> 外文期刊>Microwave and optical technology letters >FAST ALL MODES (FAM) METHOD COMBINED WITH NMSP FOR EVALUATING SPATIAL DOMAIN LAYERED MEDIUM GREEN'S FUNCTIONS OF MODERATE THICKNESS
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FAST ALL MODES (FAM) METHOD COMBINED WITH NMSP FOR EVALUATING SPATIAL DOMAIN LAYERED MEDIUM GREEN'S FUNCTIONS OF MODERATE THICKNESS

机译:结合NMSP的快速全模(FAM)方法评估中等厚度的空间域分层中绿功能

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摘要

An efficient and novel approach, the fast all modes (FAM) method, was developed to locate all modes precisely on the entire complex plane for a single layered media. The modes include surface wave modes, leaky wave modes, and improper modes. For the case where the layer thickness is 1 wavelength, the pre-processing FAM requires 0.34 s for computing 500 mode locations of both TE and TM modes using a Pentium IV 3.2 GHz PC running Matlab. To justify our FAM method, we use the numerical modified steepest-descent path (NMSP) method to evaluate spatial domain Green's functions for mixed potentials GA and GV. The NMSP method computes the steepest descent integral with all the pole proximities extracted and replaced by incomplete error functions. The CPU per distance point based on the FAM/NMSP method takes less than 6 mss for all distance ranges. All computed results are accurate to within 0.2% of the conventional half space extraction method.
机译:开发了一种有效且新颖的方法,即快速所有模式(FAM)方法,以将所有模式精确定位在单层介质的整个复杂平面上。模式包括表面波模式,泄漏波模式和不适当的模式。对于层厚度为1波长的情况,使用运行Matlab的奔腾IV 3.2 GHz PC,预处理FAM需要0.34 s来计算TE和TM模式的500个模式位置。为了证明我们的FAM方法是合理的,我们使用数值修正的最速下降路径(NMSP)方法来评估混合电势GA和GV的空间域格林函数。 NMSP方法计算出所有极点附近的最陡下降积分,并将其提取并替换为不完整的误差函数。对于所有距离范围,基于FAM / NMSP方法的每个距离点的CPU占用的时间少于6毫秒。所有计算结果均精确到传统半空间提取方法的0.2%以内。

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