# DEM Application

WARNING: this page is not finished, we are writing it still... The DEM Kratos Team

## Contents |

## Theory

This application solve the the equations.... Mathematical approach to the problems.

Nothing numerical

Insert here all the references to your papers...

### Numerical approach

All numerical details here.

This is a part quite open, depending on the application we are considering.

Every physical problem is solved defining many different ingredients. Try to be quite schematic.

#### elements

## List of elements

Dimension | Element | Type | Geometry | Nonlinearity | Material Type |
---|---|---|---|---|---|

1D | LinearBeamElement | Frame | Line | Isotropic | |

1D | CrisfieldTrussElement | Truss | Line | Large Displacement | Isotropic |

2D | TotalLagrangian | Solid | 2D Geometries | Large Displacement | Isotropic |

3D | TotalLagrangian | Solid | 3D Geometries | Large Displacement | Isotropic |

ShellIsotropic | Shell | 3D Triangle | Large Displacement | Isotropic | |

ShellAnisotropic | Shell | 3D Triangle | Large Displacement | Orthotropic | |

KinematicLinear |

#### space discretization method

#### time discretization method

#### monolithic vs fractional step methodologies...

#### stabilization

## Benchmarks

Insert here all the **benchmarks** of the application.

For every benchmark insert a video or at list a photo (not only a link)

For every benchmark - brief description of the solved problem, if it is a benchmark that can be found in literature, insert the link to the reference or, at least a reference). - reference with a link the location in which you describe all the theory behind Numerical approach.

## How to analyse using the current application

GiD is the pre and post processor.....

link to the problem type and to the tutorial already inserted in the kratos-wiki

## Application Dependencies

### Other Kratos Applications used in current Application

### External libraries

## Contact

For any additional information please contact with ....

## Programming Documentation

Link to trac