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A Two-Point Boundary Value Problem by Using a Mixed Finite Element Method

A Two-Point Boundary Value Problem by Using a Mixed Finite Element Method
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摘要 This paper describes a numerical solution for a two-point boundary value problem. It includes an algorithm for discretization by mixed finite element method. The discrete scheme allows the utilization a finite element method based on piecewise linear approximating functions and we also use the barycentric quadrature rule to compute the stiffness matrix and the L2-norm. This paper describes a numerical solution for a two-point boundary value problem. It includes an algorithm for discretization by mixed finite element method. The discrete scheme allows the utilization a finite element method based on piecewise linear approximating functions and we also use the barycentric quadrature rule to compute the stiffness matrix and the L2-norm.
出处 《Applied Mathematics》 2015年第12期1996-2003,共8页 应用数学(英文)
关键词 TWO-POINT BVP Galerkin’s METHOD Non-Symmetric PROBLEM Two-Point BVP Galerkin’s Method Non-Symmetric Problem
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