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Titlebook: Dimension Reduction of Large-Scale Systems; Proceedings of a Wor Peter Benner,Danny C. Sorensen,Volker Mehrmann Conference proceedings 2005

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楼主: Madison
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Nonlinear Heat Transfer Modelingtry; however, the calculation of a multi-scale system consisting of a large number of those devices, e.g., assembled printed circuit boards, is still a challenge. A further problem is the large change in heat conductivity of many semiconductor materials with temperature. We model the heat transfer a
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Padé-Type Model Reduction of Second-Order and Higher-Order Linear Dynamical Systemsal in the Padé sense, we show that they still satisfy a Padé-type approximation property. We also introduce the notion of Hermitian higher-order linear dynamical systems, and we establish an enhanced Padé-type approximation property in the Hermitian case.
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Nonlinear Heat Transfer Modelingerform a simulation in an acceptable amount of time for the applications at hand..In this paper, we describe the modeling considerations leading to a large nonlinear system of equations. Sample results from this model and examples of successful model order reduction can be found in [YLLK04] and the
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Smith-Type Methods for Balanced Truncation of Large Sparse Systems
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Proper Orthogonal Decomposition Surrogate Models for Nonlinear Dynamical Systems: Error Estimates an
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Gesundheit und Gesundheitssystem,erform a simulation in an acceptable amount of time for the applications at hand..In this paper, we describe the modeling considerations leading to a large nonlinear system of equations. Sample results from this model and examples of successful model order reduction can be found in [YLLK04] and the
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