Finite element analysis for material sciences
- Fakult?t
Ingenieurwissenschaften und Informatik
- Version
Version 5.0 vom 30.01.2019
- Modulkennung
11M0653
- Modulname (englisch)
Finite Element Analysis for Material Sciences
- Studieng?nge mit diesem Modul
Angewandte Werkstoffwissenschaften (M.Sc.)
- Niveaustufe
4
- Kurzbeschreibung
Finite Element Analysis (FEA) is an important tool for modeling the characteristics of components under mechanical and thermal loading. Within this module especially the material properties and fracture mechanical aspects of loaded components are considered. Coupled thermal and structural analysis is also considered.
- Lehrinhalte
- Continuum mechanical and heat transfer basic principles of finite element analysis
- Coupled (multiphysics) thermal and structural analysis, contact problems
- Application of material laws: elastic, hyperelastic, plastic and visco-elastic
- Parameters of linear elastic fracture mechanics and their evaluation: stress intensity factor, fracture driving force and J-integral
- Lernergebnisse / Kompetenzziele
Wissensverbreiterung
Students having successfully completed this module have available broad knowledge using finite element analysis for material science problems
Wissensvertiefung
Students having successfully completed this module
.. have broad and integrated knowledge about material laws and fracture mechanical concepts and their use within finite element analysis
.. can assess the possibilities and limitations of computer aided modeling
K?nnen - instrumentale Kompetenz
K?nnen - kommunikative Kompetenz
K?nnen - systemische Kompetenz
- Lehr-/Lernmethoden
Lecture and exercises using FEA software; team work and beamer presentation of results
- Empfohlene Vorkenntnisse
higher mathematics; continuum mechanics; mechanics of materials
- Modulpromotor
Bourdon, Rainer
- Lehrende
Boklage, Alexander
- Leistungspunkte
5
- Lehr-/Lernkonzept
Workload Dozentengebunden Std. Workload Lehrtyp 45 Vorlesungen Workload Dozentenungebunden Std. Workload Lehrtyp 25 Veranstaltungsvor-/-nachbereitung 35 Hausarbeiten 25 Referate 20 Literaturstudium
- Literatur
Raabe, D. Computational Materials Sciences, Wiley-VCH, 2001
Mase, G.E., Continuum Mechanics, Mc Graw Hill, 1981
Temam, R.M., Miranville, A.M., Mathematical Modeling in Continuum Mechanics, Cambridge Univ. Press, 2005
- Prüfungsleistung
Hausarbeit
- Bemerkung zur Prüfungsform
gem?? aktueller Studienordnung
- Prüfungsanforderungen
autonomous preparation and presentation of a finite element analysis
- Dauer
1 Semester
- Angebotsfrequenz
Nur Wintersemester
- Lehrsprache
Englisch