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A domain splitting method for heat conduction problems in composite materials

Friedrich Karl Hebeker — 2010

ESAIM: Mathematical Modelling and Numerical Analysis

We consider a domain decomposition method for some unsteady heat conduction problem in composite structures. This linear model problem is obtained by homogenization of thin layers of fibres embedded into some standard material. For ease of presentation we consider the case of two space dimensions only. The set of finite element equations obtained by the backward Euler scheme is parallelized in a problem-oriented fashion by some noniterative overlapping domain splitting method, eventually enhanced...

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