用广义哈密顿方法检验$S$参数描述子系统的无源性

Zheng Zhang, N. Wong
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引用次数: 20

摘要

本文推广了广义哈密顿方法(GHM) (Zhang, 2009;Zhang和Wong, 2010)及其半尺寸变体(HGHM) (Zhang和Wong, 2010)与S参数对应(分别称为S- ghm和S-HGHM),用于测试广泛用于高速电路和电磁仿真的S参数描述符形式模型的无源性。所提出的方法能够准确地检测具有散射或混合(阻抗或导纳)转移矩阵的描述符形式模型的可能非被动区域。通过实例验证了该方法的有效性和准确性。本文提出的S-GHM和S-HGHM方法为s参数描述符系统的无源性实现奠定了基础。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Passivity Check of $S$-Parameter Descriptor Systems via $S$-Parameter Generalized Hamiltonian Methods
This paper extends the generalized Hamiltonian method (GHM) (Zhang , 2009; Zhang and Wong, 2010) and its half-size variant (HGHM) (Zhang and Wong, 2010) to their S -parameter counterparts (called S-GHM and S-HGHM, respectively), for testing the passivity of S -parameter descriptor-form models widely used in high-speed circuit and electromagnetic simulations. The proposed methods are capable of accurately detecting the possible nonpassive regions of descriptor-form models with either scattering or hybrid (impedance or admittance) transfer matrices. Their effectiveness and accuracy are verified with several practical examples. The S-GHM and S-HGHM methods presented here provide a foundation for the passivity enforcement of S-parameter descriptor systems.
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来源期刊
IEEE Transactions on Advanced Packaging
IEEE Transactions on Advanced Packaging 工程技术-材料科学:综合
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