Universität Wien FIND

MaG 13 Materials Physics I (10 ECTS)

260030 VO Finite element and boundary element method for physical problems - Python tools and introduction to method for the solution of differential equations. Overview of numerical methods for the solution of physical problems (finite difference method, finite element and boundary element methods, solution of partial differential equations)
260031 UE Finite element and boundary element method for physical problems - Exercises - Introduction to python and numerical tools such as numpy and scipy for the solution of numerical problems. Special python software tools will be discussed in order to solve finite element and boundary element problems (Fenics, BEM++)
260054 SE [de en] Seminar - low dimensional solids - synthesis, characterization and device applications
260092 VO [en] Materials Physics I
260096 VO Structure and properties of condensed matter: scattering and microscopy - an alternative to Solid state physics I and Materials physics I
260099 UE Structure and properties of condensed matter: scattering and microscopy - Exercises - an alternative to Solid state physics I and Materials physics I
260147 SE [de en] Alloy Physics

Last modified: Tu 12.06.2018 13:33