Search Results for "finite element program for parabolic equation"

Showing 5 open source projects for "finite element program for parabolic equation"

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  • 1
    ffp

    ffp

    A 3D Free Finite element Program

    A 3D Free Finite element Program. Still under development but already working: solves the steady state Navier-Lamé and the Laplace equation in 3D on tetrahedrons. It uses the Intel MKL and NVIDIA CUDA library for solving. GSL support needs to be improved. Open CL is still missing. In addition to the numerical core (which can be used stand-alone), another project called mcf exists for using ffp as a FEFLOW plug-in.
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  • 2

    RAtom

    solves nonlinear Kohn-Sham equation for the neutral atom.

    ... LAPACK libraries. The program is implemented in C++, it runs as a single thread. The implemented algorithm is described in the following papers: 1. Z. Romanowski, "Adaptive solver of a Kohn-Sham equation for an atom", Modelling Simul. Mater. Sci. Eng. vol. 17, 045001 (2009) 2. Z. Romanowski, "Application of h-adaptive, high order finite element method to solve radial Schrödinger equation", Molecular Physics, vol. 107, pp. 1339-1348 (2009). Further questions: romz@wp.pl
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  • 3

    RSchr-5

    Solves one-electron Schrödinger equation, with SLEPc and PETSc

    RSchr-5 calculates the smallest eigenvalues of the one-electron Schrödinger equation. The solved problem is defined on the finite domain, which is a box. The problem is solved with the zero Dirichlet boundary conditions. The implemented algorithm uses Finite Element Method with B-splines as basis functions. Disctretization leads to generalized eigenvalue problem. Program RSchr-5 solves the generalized eigenvalue problem by algorithms implemented in SLEPc amd PETSc libraries. It uses...
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  • 4

    SafeConc

    Calculates temperature variations and stresses in fresh concrete.

    Main purpose of this program is to find temperature variations in a cement concrete body during its early age and calculate stresses associated with it. This allows users to find out the temperature distribution, strength development, thermal stresses and risk of cracking in the body. It is based on a semi-empirical hydration model developed by Lin and Meyer in 2009, which itself is based on Arrhenius equation. It also uses finite element method to distribute heat and stresses. Strength...
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  • 5
    Electromagnetic cloaking

    Electromagnetic cloaking

    This Matlab code simulates the electromagnetic cloaking

    This Matlab code with the finite element method based Partial Differential Equation Toolbox calculates and simulates the electromagnetic field, when a scatterer (copper) object is cloaked with transformation optics designed metamaterial. This electromagnetic cloaking effect can be studied and demonstrated with this program. The code includes two source type (finite length line source and point source), and two sets of metamaterial parameters (exact and reduced metamaterial parameters). You can...
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