基于krylov -子空间的微波电路分析的广义分布非线性器件建模

V. Rizzoli, D. Masotti, F. Mastri, C. Cecchetti
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引用次数: 2

摘要

本文介绍了一种利用复杂拓扑的分布式模型来描述微波器件的新方法。每个模型都被视为在节点基础上任意描述的非线性子电路,并通过许多外部端口与网络的其余部分相互作用。一个合适的模型方程的公式允许用krylov -子空间方法以最有效的方式进行谐波平衡分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Generalized distributed nonlinear device modeling for Krylov-subspace based microwave circuit analysis
The paper introduces a new approach to the description of microwave devices by distributed models of complex topology. Each model is treated as a nonlinear subcircuit arbitrarily described on a nodal basis and interacting with the rest of the network through a number of external ports. A suitable formulation of the model equations allows harmonic-balance analysis to be carried out in a most efficient way by Krylov-subspace methods.
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