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On the Dissipative Hamiltonian Realization of Nonlinear Differential Algebraic Systems

机译:非线性微分代数系统的耗散哈密顿量实现

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This paper investigates some basic problems of the dissipative Hamiltonian realization (DHR) of nonlinear differential algebraic systems (NDAS). First, based on a novel DHR formulation which can present the internal structure properties of NDAS, the stability of the Hamiltonian realizable autonomous NDAS is analyzed. Then, the dissipation of series, parallel and feedback combination of NDAS is discussed. These results will facilitate the analysis and synthesis of complex NDAS.
机译:本文研究了非线性微分代数系统(NDAS)的耗散哈密顿实现(DHR)的一些基本问题。首先,基于一种可以展现NDAS内部结构特性的新型DHR公式,分析了哈密顿可实现的自主NDAS的稳定性。然后,讨论了NDAS的串联,并联和反馈组合的耗散。这些结果将有助于复杂NDAS的分析和综合。

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