DEM Application

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Revision as of 22:28, 29 September 2014

WARNING: this page is not finished, we are writing it still...

The DEM Kratos Team

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