Publication date
July 2002
DOI Publisher
Published by Elsevier Ltd. ISSN
0898-1221Abstract
AbstractThe convergence of Adomian's decomposition method [1], as applied to periodic temperature fields in heat conductors, is investigated
AbstractThe convergence of Adomian's decomposition method [1], as applied to periodic temperature fields in heat conductors, is investigated
Zanaboni's procedure for establishing Saint-Venant's principle is ex- tended to anisotropic homogen...
This paper compares homotopy perturbation and Adomian decomposition techniques for the solution of ...
Classical Green's and Duhamel's integral formulas are enforced for the solution of one dim...
AbstractThe convergence of Adomian's decomposition method [1], as applied to periodic temperature fi...
AbstractThe Adomian decomposition method is considered in application to heat and wave equations. Th...
AbstractIn this paper we will conduct an analytic comparative study between the powerful Adomian met...
Steady-state components of heat conduction solutions may have very slowly convergent series for temp...
AbstractThe mathematical model for the heat-conduction equation has several special characteristic p...
The homogenization of initial boundary value problems for heat conduction equations with asymptotica...
AbstractIn this paper, a comparison between two methods: the Adomian decomposition method and the va...
The Adomian’s decomposition method is a powerful method which considers the approximate solution of ...
In this paper, we consider the AdomianDecomposition Method (ADM) and the Differential Transform Meth...
A finite element is developed to discretize spatially one-dimensional transient heat conduction ...
AbstractAdomian's decomposition approach is employed for solving some inverse boundary value problem...
AbstractSolutions of the convection-diffusion equation with decay are obtained for periodic boundary...
Zanaboni's procedure for establishing Saint-Venant's principle is ex- tended to anisotropic homogen...
This paper compares homotopy perturbation and Adomian decomposition techniques for the solution of ...
Classical Green's and Duhamel's integral formulas are enforced for the solution of one dim...
AbstractThe convergence of Adomian's decomposition method [1], as applied to periodic temperature fi...
AbstractThe Adomian decomposition method is considered in application to heat and wave equations. Th...
AbstractIn this paper we will conduct an analytic comparative study between the powerful Adomian met...
Steady-state components of heat conduction solutions may have very slowly convergent series for temp...
AbstractThe mathematical model for the heat-conduction equation has several special characteristic p...
The homogenization of initial boundary value problems for heat conduction equations with asymptotica...
AbstractIn this paper, a comparison between two methods: the Adomian decomposition method and the va...
The Adomian’s decomposition method is a powerful method which considers the approximate solution of ...
In this paper, we consider the AdomianDecomposition Method (ADM) and the Differential Transform Meth...
A finite element is developed to discretize spatially one-dimensional transient heat conduction ...
AbstractAdomian's decomposition approach is employed for solving some inverse boundary value problem...
AbstractSolutions of the convection-diffusion equation with decay are obtained for periodic boundary...
Zanaboni's procedure for establishing Saint-Venant's principle is ex- tended to anisotropic homogen...
This paper compares homotopy perturbation and Adomian decomposition techniques for the solution of ...
Classical Green's and Duhamel's integral formulas are enforced for the solution of one dim...
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