A finite-difference method of high-order accuracy for the solution of transient nonlinear diffusive–convective problem in three dimensions
Marco Donisete de Campos, Estaner Claro Romão, Luiz Felipe Mendes de Moura
ARTIGO
Inglês
This paper presents an efficient technique of linearization of the nonlinear convective terms present in engineering problems involving heat and mass transfer and fluid mechanics. From two numerical applications, this technique with a method of high-order finite differences is validated by numerical...
Ver mais
This paper presents an efficient technique of linearization of the nonlinear convective terms present in engineering problems involving heat and mass transfer and fluid mechanics. From two numerical applications, this technique with a method of high-order finite differences is validated by numerical solution of transient nonlinear diffusive–convective problem in three dimensions
Ver menos
FUNDAÇÃO DE AMPARO À PESQUISA DO ESTADO DE MATO GROSSO - FAPEMAT
292470/2010
FUNDAÇÃO DE AMPARO À PESQUISA DO ESTADO DE SÃO PAULO - FAPESP
CONSELHO NACIONAL DE DESENVOLVIMENTO CIENTÍFICO E TECNOLÓGICO - CNPQ
500382/2011-5
Fechado
A finite-difference method of high-order accuracy for the solution of transient nonlinear diffusive–convective problem in three dimensions
Marco Donisete de Campos, Estaner Claro Romão, Luiz Felipe Mendes de Moura
A finite-difference method of high-order accuracy for the solution of transient nonlinear diffusive–convective problem in three dimensions
Marco Donisete de Campos, Estaner Claro Romão, Luiz Felipe Mendes de Moura
Fontes
|
Case studies in thermal engineering Vol. 3 (July, 2014), p. 43-50 |