Comparison of high order finite element and discontinuous galerkin methods for phase field equations : application to structural damage

Comparison of high order finite element and discontinuous galerkin methods for phase field equations : application to structural damage

L.R. Chiarelli, F.G. Fumes, E.A. Barros de Moraes, G.A. Haveroth, J.L. Boldrini, M.L. Bittencourt

ARTIGO

Inglês

Phase field equations are used to model a wide range of multiphase problems such as separation of fluids, solidification, viscous fingering, fracture and fatigue. A wide variety of methods to numerically solve phase field equations can be found in the literature. In particular, high order methods...

COORDENAÇÃO DE APERFEIÇOAMENTO DE PESSOAL DE NÍVEL SUPERIOR - CAPES

CONSELHO NACIONAL DE DESENVOLVIMENTO CIENTÍFICO E TECNOLÓGICO - CNPQ

FUNDAÇÃO DE AMPARO À PESQUISA DO ESTADO DE SÃO PAULO - FAPESP

Fechado

Comparison of high order finite element and discontinuous galerkin methods for phase field equations : application to structural damage

L.R. Chiarelli, F.G. Fumes, E.A. Barros de Moraes, G.A. Haveroth, J.L. Boldrini, M.L. Bittencourt


										

Comparison of high order finite element and discontinuous galerkin methods for phase field equations : application to structural damage

L.R. Chiarelli, F.G. Fumes, E.A. Barros de Moraes, G.A. Haveroth, J.L. Boldrini, M.L. Bittencourt

    Fontes

    Computers & Mathematics with Applications: an international journal

    Vol. 74, no. 7 (Oct., 2017), p. 1542-1564