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On the tractability index of a class of partial differential-algebraic equations(Conference Paper)

机译:一类偏微分代数方程的可延展性指标(会议论文)

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摘要

We consider a class of nonlinear partial-differential-algebraic equations, where the nonlinearity is present only in the PDEs and in the coupling conditions, and some additional structural conditions hold. For this special class of PDAEs, we introduce and characterize simple algebraic conditions which lead to a notion of extended tractability index, and exemplify its application to coupled systems arising from microelectronics.
机译:我们考虑一类非线性偏微分代数方程,其中非线性仅存在于PDE和耦合条件中,并且还存在一些其他结构条件。对于这类特殊的PDAE,我们介绍并表征了简单的代数条件,这些条件导致了可扩展的可扩展性指数的概念,并举例说明了其在微电子耦合系统中的应用。

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