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Antony Siahaan Choi-Hong LaiKoulis Pericleous 《Journal of Computational and Applied Mathematics》2011,235(17):5203-5212
In this paper, we demonstrate a local convergence of an adaptive scalar solver which is practical for strongly diagonal dominant Jacobian problems such as in some systems of nonlinear equations arising from the application of a nonoverlapping domain decomposition method. The method is tested to a nonlinear interface problem of a multichip heat conduction problem. The numerical results show that the method performs slightly better than a Newton-Krylov method. 相似文献