Implementation of stochastic finite element method for diffusion equation
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Updated
Sep 10, 2017 - MATLAB
The finite element method (FEM) is a numerical method for solving problems of engineering and mathematical physics. Typical problem areas of interest include structural analysis, heat transfer, fluid flow, mass transport, and electromagnetic potential.
Implementation of stochastic finite element method for diffusion equation
🚀 Solve the time-dependent Schrodinger equation in unbounded domain
Steady state flow in a cavity where the top wall slides
Level set modeling of multi-phase flow in a velocity field using the finite element and finite volume methods
One-dimensional FEM dev
Matlab tool for electromagnetic field calculation using the finite element method.
A parallel multi-scale FE2 code based on COMSOL Multi-physics and MATLAB
MA473: Computational Finance
Implementation of linear structural beam finite element programs in MATLAB
A Matlab toolbox for fast mesh-refinement of 2D domains
'P'-adaptive algorithms with global and local error indicators for elasticity problems
falcon-MATLAB is a finite element analysis program from the falcon numerical analyses suite.
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An extension of T-IFISS to diffusion problems with random inputs
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Material from the course of Partial Differential Equation Simulations at ENSEM - Université de Lorraine.
implementing a computational finite element program based on Prandtl stress partial differential equation for linearly analyzing torsional loading problems. C++ woulda been better for scalability