Universität Wien

Dipl.-Phys. Dr. Claas Abert, Privatdoz.

Portrait Claas Abert
Business Card: vCard
Research Profile: u:cris

Assignments

→ Assignments ...

Affiliations

Teaching (iCal)

2024S
260080 SE Bachelor's Seminar
520002 VU Micromagnetics and Spintronics: Models and Simulation
2023W
260032 KU Specialization
260067 VO Computational Physics
260069 PUE Computational Physics
260080 SE Bachelor's Seminar
520021 SE Seminar on advanced computational micromagnetics
2023S
260080 SE Bachelor's Seminar
520002 VU Micromagnetics and Spintronics: Models and Simulation
520027 SE Seminar on advanced computational micromagnetics
2022W
260058 LP Lab-Course: Nanotechnology: Concepts, Methods, Materials
260067 VO Computational Physics
260080 SE Bachelor's Seminar
2022S
260080 SE Bachelor's Seminar
520002 VU Micromagnetics and Spintronics: Models and Simulation
2021W
260067 VO Computational Physics
260069 PUE Computational Physics
2021S
260080 SE Bachelor's Seminar
520002 VU Micromagnetics and Spintronics: Models and Simulation
2020W
260058 LP Lab-Course: Nanotechnology: Concepts, Methods, Materials
260067 VO Computational Physics
260069 PUE Computational Physics
260080 SE Bachelor's Seminar
2020S
260032 KU Specialization
260080 SE Bachelor's Seminar
2019W
260067 VO Computational Physics
260069 PUE Computational Physics
2019S
442633 VO Micromagnetics ans Spintronics: Models and Applications
2018W
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++)
2017W
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++)

Last modified: We 27.03.2024 14:21