Digital Teaching
Depending on the Covid 19 situation, the course will be organized in a blended learning format. Learning units with videos, slides, tutorials, and other materials are provided in the Moodle course. Additionally, there will be a weekly interactive lecture session on Tuesdays at 12:45-14:15 for reviews, (group) exercises, and questions. Depending on the pandemic situation and rules, this session will be held in presence (room S4|10-314, Dolivostr. 15) or via Zoom. Please register for the course via TUCaN and Moodle for more information.
Lehrinhalte
[list]
[*]Fundamental concepts of mathematical modeling of physical phenomena and materials over disparate time and length scales
[*]Applications of multiscale modeling and simulation in mechanics for material modeling and development, composites, metamaterials and lattice structures
[*]Fundamentals of continuum mechanics modeling and finite element analysis
[*]Methods for coupling of micro and macro scales
[*]Analytical and numerical homogenization methods based on unit cells / representative volume elements
[*]Sequential and concurrent multi-scale finite element methods (domain decomposition/multigrid, homogenized constitutive models, FE2)
[*]Linear and nonlinear multi-scale FEM for elastic two-scale problems.
[/list]
Literature
T. Zohdi & P. Wriggers: "An Introduction to Computational Micromechanics", Springer, 2008
D. Gross & T. Seelig: "Bruchmechanik. Mit einer Einführung in die Mikromechanik", Springer Vieweg, 2016
M. Kachanov & I. Sevostianov: "Micromechanics of Materials, with Applications", Series: Solid Mechanics and Its Applications, Vol. 249, Springer 2018
Voraussetzungen
Basic knowledge of numerical methods, elasticity / continuum mechanics, or the finite element method is advantageous
Erwartete Teilnehmerzahl
12
Further Grading Information
Oral examination (30 minutes)
Zusätzliche Informationen
Usability of this module:
- Master Mechanical Engineering & Aerospace Engineering (Electives Area II resp. III)
- Master Computational Engineering (Electives Areas II & III)
- Master Mechanics (Electives Area C)
Nachhaltigkeitsbezug der Veranstaltungsinhalte
Applicability on biologically-based materials and composites
Online-Angebote
moodle
Depending on the Covid 19 situation, the course will be organized in a blended learning format. Learning units with videos, slides, tutorials, and other materials are provided in the Moodle course. Additionally, there will be a weekly interactive lecture session on Tuesdays at 12:45-14:15 for reviews, (group) exercises, and questions. Depending on the pandemic situation and rules, this session will be held in presence (room S4|10-314, Dolivostr. 15) or via Zoom. Please register for the course via TUCaN and Moodle for more information.
Lehrinhalte
[list]
[*]Fundamental concepts of mathematical modeling of physical phenomena and materials over disparate time and length scales
[*]Applications of multiscale modeling and simulation in mechanics for material modeling and development, composites, metamaterials and lattice structures
[*]Fundamentals of continuum mechanics modeling and finite element analysis
[*]Methods for coupling of micro and macro scales
[*]Analytical and numerical homogenization methods based on unit cells / representative volume elements
[*]Sequential and concurrent multi-scale finite element methods (domain decomposition/multigrid, homogenized constitutive models, FE2)
[*]Linear and nonlinear multi-scale FEM for elastic two-scale problems.
[/list]
Literature
T. Zohdi & P. Wriggers: "An Introduction to Computational Micromechanics", Springer, 2008
D. Gross & T. Seelig: "Bruchmechanik. Mit einer Einführung in die Mikromechanik", Springer Vieweg, 2016
M. Kachanov & I. Sevostianov: "Micromechanics of Materials, with Applications", Series: Solid Mechanics and Its Applications, Vol. 249, Springer 2018
Voraussetzungen
Basic knowledge of numerical methods, elasticity / continuum mechanics, or the finite element method is advantageous
Erwartete Teilnehmerzahl
12
Further Grading Information
Oral examination (30 minutes)
Zusätzliche Informationen
Usability of this module:
- Master Mechanical Engineering & Aerospace Engineering (Electives Area II resp. III)
- Master Computational Engineering (Electives Areas II & III)
- Master Mechanics (Electives Area C)
Nachhaltigkeitsbezug der Veranstaltungsinhalte
Applicability on biologically-based materials and composites
Online-Angebote
moodle
- Lehrende: Yusuf Elbadry
- Lehrende: Dominik Klein
- Lehrende: Mohammad Shojaee
- Lehrende: Oliver Weeger
Semester: ST 2023