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西安电子科技大学电子工程学院,陕西,西安,710071
Published:2004
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WAN Ji-xiang, LIANG Chang-hong. AMWCAWE-MNM for a MoM Fast Entire Frequency Sweep[J]. Acta Electronica Sinica, 2004, 32(6): 911-914.
实际问题往往需要确定目标的全频带特性
为了快速有效地求解
本文提出了AMWCAWE-MNM混合方法.首先将单点的良态波形渐进估计(WCAWE)技术发展为多点良态波形渐进估计(MWCAWE)技术.然后
利用相对残差自动化MWCAWE.而与已有多点AWE技术不同
当非有效区域较窄时
本文采用一种新颖的迭代方法-MNM来求解而不是继续选择新的展开点
这不仅提高了计算精度和效率而且节约大量内存.最后
使用AMWCAWE-MNM技术求解了几个典型PEC目标的全频带散射特性
数值结果表明了本文方法的有效性.
In many practical problems
one often needs to determine the entire frequency characteristic of objects.To fast and accurately analyze
a hybrid method combining automate multipoint well-conditioned asymptotic waveform evaluation(AMWCAWE) with MNM is presented in this paper.Firstly
single point well-conditioned asymptotic waveform evaluation(WCAWE) technique is developed into multipoint well-conditioned asymptotic waveform evaluation(MWCAWE).Then relative residual is defined to automate MWCAWE.When ineffective bandwidth is very narrow
a novel iterative technique-MNM is employed to substitute a new expanding point
which improves the computing precision
efficiency and also saves memory.At last
the scattering characteristic of several representative PEC objects is analyzed using AMWCAWE with MNM throughout the entire frequency band.Numerical examples are given to illustrate accuracy and robustness of this method.
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