heat-equation-solution

There are 0 repository under heat-equation-solution topic.

• iwhoppock / viscous_burgers

  Two solutions, written in MATLAB, for solving the viscous Burger's equation. They are both spectral methods: the first is a Fourier Galerkin method, and the second is Collocation on the Tchebyshev-Gauß-Lobatto points.

  collocationsviscous-burgersdiffusion-coefficientspectral-methodsfourier-galerkinchebyyshevtchebyshevburgers-equationheat-equationheat-equation-solutionnumerical-pdespde
  Language:MATLAB 12

• fsaporito / Heat1D

  Heat equation solution with finite element method on uniform and random unidimensional mesh

  femheat-equation-solutionfem1d
  Language:MATLAB 1

• mluckyw / AN_heatcond_1D

  1D Heat Conduction Equation with custom user input using analytical solutions

  heat-equation-solutionodematlabheat-equationanalytical-solutions
  Language:MATLAB 1
• Fourier

  Souvik-0612 / Fourier

  Work of Fourier

  mathematical-physicsfourier-seriesfourier-transformheat-equation-solution
  Language:Jupyter Notebook 1

• UmarAhmed / pde-solver

  Implementation of numerical solutions to PDES: Closest Point Method and Finite Difference Method

  closest-point-methodfinite-difference-methodheat-equationheat-equation-solutionpoisson-equation
  Language:Python 1

• axothy / HeatEquation

  Heat Equation solver C++. Solves heat equation (One-dimensional case)

  heat-equationheat-equation-solutionfinite-differencefinite-difference-method
  Language:C++ 0

• gulsoynes / Solution-of-The-Heat-Equation

  This project is prepared as part of CA course and it contains solution of heat equation with simple explicit method and Laasonen’s simple implicit method.

  explicit-methodsheat-equation-solutionimplicit-methods
  Language:MATLAB 0

• hasifnumerics / FDM-1D-Heat-PDE

  Derivation of 1D Heat PDE and solution via Finite Difference Method

  finite-element-methodsheat-equation-solutionnumerical-methods
  Language:Jupyter Notebook 0

• raivipul / Laplace-Heat-equation-with-periodic-boundary-conditions-

  Here we solved 2-d Thermal diffusion equation with periodic boundary conditions.

  heat-equation-solutionlaplanumerical-methodsthermal-diffusivity
  Language:Jupyter Notebook 0

• rocketcollider / JS-heatsink-generator

  Generates an "optimal" heatsink-profile assuming laminar airflow

  heat-equation-solutionjust-for-funlearning-by-doingnumerical-computation
  Language:JavaScript 0

• vittoboa / parallel-computing

  Parallel programs for scientific computing

  cppheat-equationheat-equation-solutionmandelbrotmandelbrot-setmpimultithreadingparallel-computingparallel-programmingscientific-computing
  Language:C++ 0