Numerical-methods-for-the-Cahn-Hilliard-equation

(★ 19)

Numerical schemes for the Cahn-Hilliard equation.

Owner Repos

Lagrangian-Relaxation ★ 12

Code samples for Integer Programming project on Lagrangian Relaxation techniques for resource-constrained shortest path problems

Matlab
Finite-element-method-for-the-heat-equation ★ 8

MATLAB code for a finite element solution to the heat equation on an irregular non-simple domain. Galerkin finite element spatial discretisation is used, with backward-Euler temporal discretisation.

Matlab

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  • CH2D11.m
  • CH2D12.m
  • CH2D13.m
  • CH2D14.m
  • CH2D15.m
  • CH2D_Plot_Evolution.m
  • CH_intial_2D.m
  • dcircle.m
  • ddiff.m
  • distmesh2d.m
  • drectangle.m
  • Energy_2D.m
  • Example_Script.m
  • FEM_Cahn_Hilliard_Irregular.m
  • FEM_Cahn_Hilliard_Rectangular.m
  • fixmesh.m
  • Generate_2D_Matrices.m
  • Generate_2D_Simulations.m
  • Generate_Irregular_FEM_Mesh.m
  • Generate_Large_2D_Simulations.m
  • Generate_Rect_Mesh.m
  • huniform.m
  • localf.m
  • localJ.m
  • Mass_2D.m
  • README.md
  • simpplot.m
  • simpvol.m
  • Time_2D_Schemes.m

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