Digital Teaching
Depending on the Covid 19 situation, the common parts of the tutorial will be held either in presence in the PC pool (S4|10-6, Dolivostr. 15) or remotely. Please register for the course via TUCaN and Moodle for more information.
Lehrinhalte
The theoretical knowledge from the lecture Introduction to the Finite Element Method is applied and extended in this tutorial. Therefore, the commercial finite element software ANSYS is used to solve various problems from structural and solid mechanics.
Four practical exercises are carried out to gain a better insight into the workflow with a FEM software tool. The exercises and the documentation of results will be done in teams of 2 students. Each of the problems will be first introduced and discussed in a common session, then the teams will have 2-3 weeks to solve the current problem and document their results.
[u]Contents:[/u]
[list]
[*]Computation of practical application cases from structural and solid mechanics using the FEM software package ANSYS
[*]Model abstraction and generation of FE grids (meshing)
[*]Using various element types (2D/3D, beams, shells)
[*]Consideration of nonlinearities (e.g., finite deformations, nonlinear material behavior, contact)
[*]Dynamic and modal analysis
[*]Form optimization
[*]Evaluation of results (post-processing) and error estimation
[*]Documentation of FEA results
[/list]
Voraussetzungen
Participants should have basic knowledge in the FEM, e.g. from completing the lecture Introduction to the Finite Element Method or similar.
Erwartete Teilnehmerzahl
8
Further Grading Information
Each group will have to submit a short report to present the approach and results after completing each of the four tasks.
Zusätzliche Informationen
If you are interested in participating in the tutorial, please register by email with Mr. [url=mailto:valizadeh@cps.tu-darmstadt.de]Iman Valiazdeh[/url] by April 12, 2022 at the latest.
The tasks must be completed in groups of 2 participants. If you do not have a partner, please contact Mr. Valiazdeh anyway.
Online-Angebote
moodle
Depending on the Covid 19 situation, the common parts of the tutorial will be held either in presence in the PC pool (S4|10-6, Dolivostr. 15) or remotely. Please register for the course via TUCaN and Moodle for more information.
Lehrinhalte
The theoretical knowledge from the lecture Introduction to the Finite Element Method is applied and extended in this tutorial. Therefore, the commercial finite element software ANSYS is used to solve various problems from structural and solid mechanics.
Four practical exercises are carried out to gain a better insight into the workflow with a FEM software tool. The exercises and the documentation of results will be done in teams of 2 students. Each of the problems will be first introduced and discussed in a common session, then the teams will have 2-3 weeks to solve the current problem and document their results.
[u]Contents:[/u]
[list]
[*]Computation of practical application cases from structural and solid mechanics using the FEM software package ANSYS
[*]Model abstraction and generation of FE grids (meshing)
[*]Using various element types (2D/3D, beams, shells)
[*]Consideration of nonlinearities (e.g., finite deformations, nonlinear material behavior, contact)
[*]Dynamic and modal analysis
[*]Form optimization
[*]Evaluation of results (post-processing) and error estimation
[*]Documentation of FEA results
[/list]
Voraussetzungen
Participants should have basic knowledge in the FEM, e.g. from completing the lecture Introduction to the Finite Element Method or similar.
Erwartete Teilnehmerzahl
8
Further Grading Information
Each group will have to submit a short report to present the approach and results after completing each of the four tasks.
Zusätzliche Informationen
If you are interested in participating in the tutorial, please register by email with Mr. [url=mailto:valizadeh@cps.tu-darmstadt.de]Iman Valiazdeh[/url] by April 12, 2022 at the latest.
The tasks must be completed in groups of 2 participants. If you do not have a partner, please contact Mr. Valiazdeh anyway.
Online-Angebote
moodle
- Lehrende: Juan Camilo Alzate Cobo
- Lehrende: Arezoo Moosavifard
- Lehrende: Iman Valizadeh
- Lehrende: Oliver Weeger
Semester: ST 2022