Mathematical Software - Finite Element Method - Metfem3d

This software contains a 3D mesh generator optimized with the Metropolis algorithm together with routines based on the Finite Element Method (FEM) allowing to solve initial-boundary value linear differential equations (lde). This differential solver can be applied to both Dirichlet and Neumann boundary conditions. metfem3d enables to produce meshes with a prescribed size h of elements which serve as standard discrete patterns for the Finite Element Method (FEM). This mesh generation routine is additionally strengthen by applying the Delaunay triangulation algorithm. Appropriate meshes together with the FEM approach constitute an effective tool to deal with various differential equations.
The metfem3d is written in Java and can be run on various operating systems. It is designed for Java(TM) SE Runtime Environment version 6 and highers.
Brand: Mathematical Software
Created by: Ilona Dominika Kosińska

Status: In preparation.

To test this software partially, go to Online 3d-Mesh Generator Page.

METFEM3D 1.0 RELEASE

3D MESH GENERATOR
various domain shapes Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
image-based shapes Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
mesh statistics Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
LINEAR DIFFERENTIAL EQUATIONS - SPATIAL PART
Up to second order LDE Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Coefficients in LDE as constants Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Coefficients in LDE as known functions of position Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
LINEAR DIFFERENTIAL EQUATIONS - TIME DEPENDENT
Up to second order in time LDE Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Coefficients in time-dependent part of LDE as constants Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Coefficients in time-dependent part of LDE as known functions Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
LINEAR DIFFERENTIAL EQUATIONS - BOUNDARY CONDITIONS
Boundary condition of the Dirichlet type Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Boundary condition of the Neumann type Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Boundary condition of the Mixed type Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
LINEAR DIFFERENTIAL EQUATIONS - INITIAL CONDITIONS
Initial-value LDE Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
FINITE ELEMENT METHOD - SPATIAL PART
Linear FEM approximation Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Quadratic FEM approximation Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Cubic FEM approximation Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
FINITE ELEMENT METHOD - TIME APPROXIMATION
Weighted Residual Approach Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
Taylor Collocation Method Finite Element Method, fem, numerical integration, time, differential equations, lde, 3D mesh generator, Metfem3D, taketechease
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