User projects — Tutorial for version 2.10-git

2.10-git

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Overview

An Overview of this Document

Installation

From PyPi
- Hints for Windows
From Source
- Requirements
- Building the Required Dune Modules
Troubleshooting

Getting Started

Introduction
General Concepts (with a time dependent problem)

Next Steps

More General Boundary Conditions
Alternative Linear Solvers (Scipy and Petsc)
Examples of grid construction
Parallelization
- OpenMP
- MPI
  - Load balancing
Backup and restore (pickling)
- Pickling
- A Chekpointer class
Using the Full Grid Interface

Further Examples

Discontinuous Galerkin Methods
- Advection-Diffusion: Discontinuous Galerkin Method with Upwinding
- A linear transport problem
Linear Elasticity: a deformed beam
Time Dependent Reaction Diffuison: spiral wave
Wave Equation: double slit domain
Saddle point solver for the stationary Stokes problem
Eigenvalue problems
- Eigenvalues of the Neumann Laplacian
- Dirichlet Eigenvalue problem
Adaptive phase field: crystal growth model
Moving surface grid: flow under mean curvature
Dual Weighted Reisdual Estimate

Further Topics

Adaptivity and Moving Domains: extended grid views
Using C++ Code Snippets
API for schemes and operators

Extension Modules

Discontinuous Galerkin Methods: the DUNE-FEM-DG Module
- Euler System of Gas Dynamics
- An Advection-Diffusion-Reaction System: Chemical Reaction Problem
Virtual Element Methods: the DUNE-VEM module

User Projects

HP adaptive DG scheme for twophase flow problem
Mixed-dimensional PDEs: the Dune-MMesh module
- Dune-MMesh: Solving a Mixed-dimensional PDE

Information and Resources

Citing this project
Information for C++ Developers
Contributing to this project
How to showcase your own project
Notebooks and Scripts
Mesh Files used in the Examples
Changelog
- Since 2.9 release
Keyword index

Additional pages

Converting gmsh to DGF
Slurm batch script
API for schemes and operators
List of things that need doing…

DUNE-FEM Tutorial

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© Copyright 2018-2024, Andreas Dedner and Robert Klöfkorn. Last updated on Apr 14, 2024.

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