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Vorlesungsverzeichnis >> Naturwissenschaftliche Fakultät (Nat) >>
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Mathematics of Multiscale Models [Import]- Dozent/in
- PD Dr. Nicolas Neuß, Akad. ORat
- Angaben
- Vorlesung
2 SWS, Sprache Englisch
Zeit und Ort: Di 12:00 - 14:00, Übung 1 / 01.250-128
- Studienfächer / Studienrichtungen
- WPF CAM-MA-MApA ab 1 (ECTS-Credits: 5)
WPF CAM-MA-NASi ab 1 (ECTS-Credits: 5)
WPF CAM-MA-Opti ab 1 (ECTS-Credits: 5)
WF M-MA ab 1 (ECTS-Credits: 5)
WF WM-MA ab 1 (ECTS-Credits: 5)
WF WM-BA 5 (ECTS-Credits: 5)
WF M-BA 5 (ECTS-Credits: 5)
WF TM-BA 5 (ECTS-Credits: 5)
- Voraussetzungen / Organisatorisches
- Prerequisites: Basic knowledge in numerical methods and partial differential equations
Organisation: This course will be held online at least at the beginning.
Please register in Studon at
https://www.studon.fau.de/crs2888598_join.html
- Inhalt
- Multiscale problems (fluid flows in porous media, heat transfer in composite materials).
Development of macroscale models using averaging techniques (homogenization, volume averaging, numerical upscaling).
Numerical methods for multiscale problems in space and time (multiscale finite elements, multiscale finite volumes, multipoint flux approximation, two-grid methods, time-splitting schemes).
- Empfohlene Literatur
- J.-L. Auriault, C. Boutin, C. Geindreau, Homogenization of Coupled Phenomena in Heterogenous Media, 2009
U. Hornung, Homogenization and Porous Media, 1996.
W. E, Principles of Multiscale Modeling, 2011.
Y. Efendiev, T. Hou, Multiscale Finite Element Methods: Theory and Applications, 2009.
B. Smith, P. Bjorstad, W. Gropp, Domain Decomposition: Parallel Multilevel Methods for Elliptic Partial Differential Equations, 2004.
S. Whitaker, The Method of Volume Averaging, 1999.
- Zusätzliche Informationen
- Verwendung in folgenden UnivIS-Modulen
- Startsemester SS 2020:
- Mathematics of Multiscale Models (MaMM)
- Institution: Department Mathematik
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