heat-equation

There are 3 repositories under heat-equation topic.

• heat-pinn

  314arhaam / heat-pinn

  A Physics-Informed Neural Network to solve 2D steady-state heat equation.

  physics-informed-neural-networksphysics-informed-mlheat-transferheat-equationmachine-learningdeep-learningchemical-engineeringprocess-engineeringfinite-differencepartial-differential-equationspython3physics
  Language:Jupyter Notebook 72

• ThomasThelen / Finite-Difference-Method

  A Finite Difference Method Engine in C++

  finite-differencefinite-difference-methodfinite-differencespartial-differential-equationsdiffusion-equationheat-equationheat-transferfdmnumerical-methodsnumerical-calculationsnumerical-computationnumericalnumerical-integration
  Language:C++ 28

• mirianfsilva / heat-diffusion-equation

  Finite-Difference Approximations to the Heat Equation. Implementation of schemes: Forward Time, Centered Space; Backward Time, Centered Space; Crank-Nicolson.

  heat-diffusionfinite-difference-methodfinite-difference-schemesheat-equationforward-eulerbackward-eulercrank-nicolson
  Language:Jupyter Notebook 24

• pmontalb / PdeFiniteDifferenceSolver

  C++/CUDA implementation of the most popular hyperbolic and parabolic PDE solvers

  pde-solverwave-equationheat-equationtransport-equation
  Language:C++ 24

• k3jph / cmna-pkg

  Computational Methods for Numerical Analysis

  numerical-analysisnewtondifferential-equationsquadraturepartial-differential-equationsroot-findingoptimizationtraveling-salespersonmonte-carlomatrix-factorizationinterpolationsplinesleast-squaresheat-equationwave-equationtestthatbisectionsecant
  Language:R 16

• gilbertfrancois / partial-differential-equations

  Notes and examples on how to solve partial differential equations with numerical methods, using Python.

  cfdcomputational-fluid-dynamicsheat-equationjupyterjupyter-notebookjupyterlabmatlabnumerical-methodsnumpypartial-differential-equationspdepde-solverpde-toolboxpythonscipywave-equation
  Language:Jupyter Notebook 13

• vuanhtuan1012 / image-restoration

  Image restoration by PDE and by Wavelet transform

  image-processingimage-restorationmatlabheat-equationanisotropic-diffusion-filteringinpaintinghaar-filter
  Language:MATLAB 12

• 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 10

• iamHrithikRaj / Numerical-Algorithm

  In numerical analysis, a numerical method is a mathematical tool designed to solve numerical problems. The implementation of a numerical method with an appropriate convergence check in a programming language is called a numerical algorithm

  cppnumerical-methodsnumerical-analysisnumerical-algorithmsnumerical-approximationadams-bashforth-methodsbisection-methodgauss-eliminationfactorization-methodsnewton-raphsonnewtons-forward-interpolationgauss-seidelgauss-jordanpower-methodregula-falsiadams-bashforthtrapezoidal-methodwave-equationheat-equationlaplace-equation
  Language:C++ 7

• joaomlneto / cpds-heat

  Heat Equation using different solvers (Jacobi, Red-Black, Gaussian) in C using different paradigms (sequential, OpenMP, MPI, CUDA) - Assignments for the Concurrent, Parallel and Distributed Systems course @ UPC 2013

  mpiopenmpcudaperformanceheat-equationgaussiangauss-seidelred-blackparadigmsjacobiopenmpiopenmp-parallelizationopenmp-applicationsopenmp-supportmpi-applicationscuda-supportsolvers
  Language:C 7

• Papelbon / numerical-anal

  Numerical Analysis Problems and Solutions

  numerical-methodsnumerical-analysisboundary-value-problemcollocation-methodfinite-difference-methodleast-sqaure-methoddifferential-equationsqr-decompositionlu-decompositiontridiagonal-matrix-algorithmtrapezoidal-methodsimpson-methodmodern-fortranfortran2003fortran2008heat-transferfinite-differenceheat-equation
  Language:Fortran 6

• spatstat / spatstat.linnet

  Sub-package of spatstat containing code for linear networks

  network-analysisspatial-data-analysispoint-processesstatistical-modelsstatistical-inferencestatistical-analysiskernel-density-estimationdensity-estimationheat-equation
  Language:R 6

• emmanuelroque / pdefourier

  A Maxima package to compute Fourier series and solve partial differential equations.

  pde-solverfourier-seriesmaxima-caswave-equationlaplace-equationheat-equation
  5

• PanosAntoniadis / pps-ntua

  Lab exercises of Parallel Processing Systems course in NTUA

  parallel-computingparallel-programmingopenmptbbfloyd-warshall-algorithmgame-of-lifeheat-equationmpi
  Language:C 5

• weiwongg / PDE

  Numerical Method for Solving Basic PDE

  pdepoisson-equationheat-equationwave-equationfinite-element-methods
  5

• araujo88 / heat-equation-2d

  2D heat equation solver

  heat-transferheat-equationheat-diffusionpython
  Language:Python 4

• kimy-de / crank-nicolson-2d

  Crank-Nicolson method for the heat equation in 2D

  crank-nicolsondiffusion-equationfdmheat-equationnumerical-analysisnumerical-methodscrank-nicolson-2d
  Language:Python 4

• kuldeep-tolia / Numerical_Methods_Codes

  Various numerical methods are discussed to solve different problems numerically.

  matrix-solvernumerical-methodsodepdenumerical-derivativesroot-finding-methodstime-integration-methodsheat-equationcpp
  Language:C++ 4

• Ressnn / 2DHeatEquationModel

  A python model of the 2D heat equation

  2d-heat-equationheat-equationheat-diffusion
  Language:Python 4

• akarazeev / HeatEquation-5sem-MIPT-2016

  Parallel C program in OpenMP and MPI (check branch MPIwOMP) - modelling of Heat Equation.

  miptheat-equation
  Language:C 3

• camillechaize / Composite_Wall_MCP

  TIPE sur l'utilisation des matériaux à changement de phase (MCP) dans l'isolation thermique des bâtiments. Modèle mathématique et résolution numérique.

  physics-simulationheat-equationphase-change-materialsphysicspython
  Language:Python 3

• glider4 / 1D_DiffusionProcess

  Applied mathematics | Linear Algebra: estimating a 1D heat equation diffusion process via Explicit, Implicit, and Crank-Nicolson methods. NumPy/SciPy

  1d-diffusionprocesscrank-nicolson-methodsexplicitheatheat-equationimplicitlinear-algebramathematical-modelling
  Language:Python 3

• Mephistopheles-0 / julia-PDE-solver

  Julia file that solves a partial differential equation (PDE) using three parts: (1) setting up the PDE, (2) defining the numerical method for solving the PDE, and (3) running the simulation

  heat-equationjuliajulia-languagepartial-differential-equations
  Language:Julia 3

• namper / Numerical-Analysis

  Numerical Analysis 2019 (TSU) Final Project

  numerical-methodsnumerical-analysisheat-equationeuler
  Language:Python 3

• UniversityProjects / FEM2

  FEM for parabolic and mixed problems

  matlabfemmixed-modelsstokesheat-equationdiffusion-equation
  Language:MATLAB 3

• AlbertoCuadra / inverse_problems

  A collection of inverse problems (e.g., reconstruction of databases, algebraic reconstruction, topological derivatives, gravitational prospecting)

  algebraic-reconstruction-algorithmsalgebraic-reconstruction-techniquegravitational-prospectingheat-equationinverse-problemsmatlabreconstruction-algorithmsvdtomographytopological-derivativestsvd
  Language:MATLAB 2

• CDOrtona / Image_Inpainting

  Image inpainting algorithm based on two methods: Interpolation and Diffusion through the resolution of a linear PDE. This was my project for the Numerical Methods class held at the Univeristy of Bologna, Italy.

  image-inpaintingimage-restorationinterpolationpdeheat-equationnumerical-methodsneumann
  Language:MATLAB 2

• Damien3008 / numerical-solution-of-the-heat-equation

  Numerical solution of the heat equation in one and two dimensions.

  mathematicsheatheat-equation
  Language:Python 2

• glider4 / Crank_Nicolson_Explicit

  Heat Equation: Crank-Nicolson / Explicit Methods, designed to estimate the solution to the heat equation. Python, using 3D plotting result in matplotlib.

  heat-equationexplicit-methodsplottingmatplotlibpythoncrank-nicolson
  Language:Python 2

• Hazaelcp / Numerical-solution-of-the-heat-equation-in-one-dimension-by-finite-differences

  finite-differenceheat-equationnumerical-methods
  Language:Python 2

• TWilliamBell / heateq

  A low-dimensional heat equation solver written in Rcpp for two boundary conditions (Dirichlet, Neumann), this was developed as a method for teaching myself Rcpp.

  c-plus-plusdifferential-equationsheat-equationnumerical-methodspartial-differential-equationsrr-packagercpp
  Language:C++ 2

• vitkarpenko / FEM-with-backward-Euler-for-the-heat-equation

  :fire: Solving the heat equation on square plate with finite element method in Python.

  femheat-equationnumerical-methodsnumpypython
  Language:TeX 2

• med933 / EDP-Numerical-analysis

  Numerical analysis

  numerical-analysisa-posteriori-error-estimationposteriori-error-estimationuamadvection-equationupwindlax-wendrofmatlabheat-equationpde
  1

• mluckyw / AN_heatcond_1D

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

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

• MrP01 / HeatFun

  Exploring the heat equation as part of a Special Topic for Approximation of Functions.

  differential-equationschebyshev-interpolationheat-equationspectral-methods
  Language:TeX 1

• nathanzimniak / heat-equation

  Un programme codé en Python pour résoudre l'équation de la chaleur à deux dimensions.

  heat-equationphysicspythontemperature
  Language:Python 1