微波元件TLM分析的系统辨识与模型降阶

D. Lukashevich, F. Coccetti, P. Russer
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引用次数: 3

摘要

介绍了一种基于系统识别(SI)和proony模型的时域暂态响应建模和预测算法,并将其应用于时域传输线矩阵(TLM)暂态响应中,以推断微波电路的参数,加快仿真过程。介绍了矩匹配模型降阶(MOR)技术在TLM方法中的应用,重点介绍了基于Lanczos过程的Krylov子空间方法及其改进。Krylov子空间方法对于TLM框架中的MOR具有吸引力,因为用于Krylov子空间的正交基和双正交基的构造可以通过直接应用隐式TLM求解器来进行。将MOR应用于TLM方法,可以生成紧凑的TLM系统宏模型,减少了计算时间。通过对平面贴片天线的分析,说明了SI技术和MOR技术的优势及其比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
System identification and model order reduction for TLM analysis of microwave components
A System Identification (SI) and Prony's model based algorithm for the modelling and prediction of a time- domain transient response is introduced and applied to time- domain Transmission Line Matrix (TLM) transient responses in order to extrapolate parameters of microwave circuits and accelerate the simulation process. Application of moment matching Model Order Reduction (MOR) techniques to the TLM method is presented with empha- sis placed on Krylov subspace methods based on Lanczos process and its modifications. The Krylov subspace methods are attractive for MOR in the TLM framework because the construction of the orthonormal and biorthogonal bases used for the Krylov subspaces can be carried out through the direct application of the implicit TLM solver. MOR applied to the TLM method allows to generate a compact macromodel of the TLM-system and reduce the computational time. The advantages of the SI and MOR techniques and their comparison are demonstrated trough their applications to the analysis of a planar patch antenna.
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