DYNAmore Express: Beyond FEA: Arbitary Lagrangean-Eulerian (ALE) Method

Speaker: Maik Schenke (DYNAmore GmbH)
The ALE method overcomes the limitations of the classical finite-element analysis (FEA). In particular, it is abler covers a wide range of applications. For instance, it is suitable for the computation of large deformations in solids, e. g. forming simulations, as well as the elaboration of fluid dynamics problems, e. g. fluid flow or shock wave propagation.
This webinar will introduce the basic concepts of the ALE method, followed by an overview of the necessery LS-DYNA keywords and, finally, ilustrate common application scenarios.
Slides and further informations can be found at www.dynamore.d...

[@joemathphile3235]

The video was so nice, thank you alot

[@joemathphile3235]

Good morning from Uganda!, is there a scenario where you deal with only langragian and Eulerian parts only. And also when you have the three in one simulation, and if yes , how are interactions dealt with ( coupling ) and also ,is there grouping for Eulerian parts

[@AmeenTopa]

For the question regarding the boundary condition, we have EBC parameter is CONTROL ALE.

[@owen5862]

Thank you for the presentation. Are the slides available on the website? It could not be found.

[@DYNAmoreGmbH]

Thank you for this hint. The slides were not linked in the English section. But are there now.

[@owen5862]

@@DYNAmoreGmbH Thank you for your response. I can see it now