CILAMCE2017-0476 DEVELOPMENTS AND APPLICATIONS OF SPECIAL ENRICHMENT METHODS AND INNOVATIVE DISCRETIZATION TECHNIQUES - MESHFREE, POU METHODS AND GFEM/XFEM, ISOGEOMETRIC ANALYSIS

ANALYSIS OF DISCONTINUOUS GALERKIN METHOD OF NONLINEAR PROBLEMS

Jiansong Zhang¹; Hector Vargas²; Jiang Zhu²; Eduardo Lima de Oliveira³

¹ China University of Petroleum - CUP; ² LNCC; ³ Instituto Federal de São Paulo

doi:10.20906/CPS/CILAMCE2017-0476

Resumo

In this paper we will complete the study started in the reference [1]. We will present a finite element analysis of Galerkin discontinuous for the nonlinear problem with thermal effect (Joule effect). Results of computational experiments will be presented to justify convergence. [1] "Análise do método Galerkin descontínuo hibridizado para um problema não linear", Oliveira E. L. , 2second Congresso Matemática Aplicada à Indústria, Fortaleza-CE, 2015. [2] "Finite element analysis of a coupled nonlinear system", Loula A. F. D. and Zhu J., Computacional and Appied Mathematics, 2001.

Palavras-chave: Galerkin discontinuous; nonlinear problem; thermistor dispositive

Como citar

Jiansong Zhang; Hector Vargas; Jiang Zhu; Eduardo Lima de Oliveira. “ANALYSIS OF DISCONTINUOUS GALERKIN METHOD OF NONLINEAR PROBLEMS”. XXXVIII Ibero-Latin American Congress on Computational Methods in Engineering. CILAMCE2017. 2017. DOI: 10.20906/CPS/CILAMCE2017-0476