Master Teacher Training Programme: Physics (196 058, 199 523)

Alternative Group of Compulsory Modules (22 ECTS)

Subject-Specific In-Depth Studies (22 ECTS)

UF MA PHYS 01a Subject specific Science (16 ECTS)

• 260002 VO [ de en ] Detector and detector systems for particle and nuclear physics I
• 260003 VO Computational Physics I: Basics
• 260005 PR Laboratory Solid State Physics: Advanced Materials
• 260006 VO [ en ] Advanced Statistical Physics and Soft Matter Physics
• 260008 PUE [ en ] Advanced Statistical Physics and Soft Matter Physics - Exercises
• 260009 SE Physics and chemistry of clouds
• 260010 VO Aerosol Physics - Physics of dispersed systems
• 260013 VO Mathematical Methods of Physics II
• 260014 VO Organisms and their environment - Environmental Biophysics
• 260015 SE [ en ] Seminar on micro- and nanomaterials
• 260016 UE [ en ] Computational Physics I Problem class
• 260017 UE [ en de ] Mathematical Methods of Physics II - Exercises
• 260021 SE Seminar on advanced materials
• 260023 UE [ en de ] Relativity and Cosmology I- Exercises
• 260024 VO [ en ] Quantum Optics II
• 260025 UE [ en ] Quantum Optics II - Exercises
• 260026 PR Laboratory Nuclear and Isotope Physics - 14C dating with Accelerator Mass Spectrometry - for teacher students
• 260027 VO [ de en ] Physics of physiological processes
• 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++)
• 260032 VU Statistical Methods of Data Analysis
• 260035 PR [ en ] Laboratory Acoustics
• 260038 VO [ en ] Relativity and Cosmology I
• 260041 PR Laboratory Computational Quantum Mechanics
• 260046 VO [ en ] Blind men and an elephant: the marginal problem in quantum information theory & statistical physics
• 260047 VO [ en ] Quantum correlations and generalized probabilistic theories: an introduction
• 260051 PR [ de en ] Methods of instrumentation in high energy physics
• 260054 SE [ de en ] Seminar - low dimensional solids - synthesis, characterization and device applications
• 260057 PR [ de en ] Laboratory Radioactivity and Nuclear Physics
• 260060 PR [ de en ] Laboratory course on materials physics
• 260065 SE [ de en ] Foundations of modern quantum physics
• 260079 PR Laboratory course - low dimensional solids - synthesis, characterization and device applications
• 260083 SE Current topics in aerosol dynamics and optics
• 260090 SE [ de en ] Seminar on experimental particle physics
• 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
• 260108 PR Laboratory Electronics - Electronics for Physicists
• 260111 UE Solid State Physics I - Exercises
• 260115 VO [ en ] Complex Systems I - Foundations, Concepts and Phenomena
• 260116 UE [ en ] Exercises to Complex Systems I - Foundations, Concepts and Phenomena
• 260129 VO [ en ] Astroparticle Physics
• 260130 SE [ de en ] Seminar in special topics in relativity - Cauchy problems for wave equations
• 260140 VO Introduction to nuclear physics I
• 260141 UE [ de en en ] Exercises to introduction to Particle Physics
• 260144 VO [ de en ] Introduction to Particle Physics
• 260153 VO [ de en ] Experimental Particle Physics I
• 260174 SE [ de en ] Seminar phenomenology of nuclear physics
• 260209 SE Physics of functional materials
• 260211 PR [ en ] Laboratory Quantum Optics
• 260214 VO Solid State Physics I
• 260229 PR Environmental Physics, Project oriented laboratory experiments
• 260291 PR Laboratory Aerosolphysics
• 260358 SE [ en ] Quantum Optomechanics

UF MA PHYS 02a Subject Didactics (6 ECTS)

• 260120 SE Modern physics in school
• 267124 SE Physics Education in Optics - Potentials and additional value of digital media and their effective pedagogical use in the classroom
• 267126 SE [ en ] Training in reformed physics curriculum - Instructor's Guide to Open Source Tutorials
• 267216 SE ( PH-NÖ ) Topics in didactics of physics, mechanics with LEGO

In-Depth Studies Didactics (22 ECTS)

UF MA PHYS 01b Subject specific Science (12 ECTS)

• 260002 VO [ de en ] Detector and detector systems for particle and nuclear physics I
• 260003 VO Computational Physics I: Basics
• 260005 PR Laboratory Solid State Physics: Advanced Materials
• 260006 VO [ en ] Advanced Statistical Physics and Soft Matter Physics
• 260008 PUE [ en ] Advanced Statistical Physics and Soft Matter Physics - Exercises
• 260009 SE Physics and chemistry of clouds
• 260010 VO Aerosol Physics - Physics of dispersed systems
• 260013 VO Mathematical Methods of Physics II
• 260014 VO Organisms and their environment - Environmental Biophysics
• 260015 SE [ en ] Seminar on micro- and nanomaterials
• 260016 UE [ en ] Computational Physics I Problem class
• 260017 UE [ en de ] Mathematical Methods of Physics II - Exercises
• 260021 SE Seminar on advanced materials
• 260023 UE [ en de ] Relativity and Cosmology I- Exercises
• 260024 VO [ en ] Quantum Optics II
• 260025 UE [ en ] Quantum Optics II - Exercises
• 260026 PR Laboratory Nuclear and Isotope Physics - 14C dating with Accelerator Mass Spectrometry - for teacher students
• 260027 VO [ de en ] Physics of physiological processes
• 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++)
• 260032 VU Statistical Methods of Data Analysis
• 260035 PR [ en ] Laboratory Acoustics
• 260038 VO [ en ] Relativity and Cosmology I
• 260041 PR Laboratory Computational Quantum Mechanics
• 260046 VO [ en ] Blind men and an elephant: the marginal problem in quantum information theory & statistical physics
• 260047 VO [ en ] Quantum correlations and generalized probabilistic theories: an introduction
• 260051 PR [ de en ] Methods of instrumentation in high energy physics
• 260054 SE [ de en ] Seminar - low dimensional solids - synthesis, characterization and device applications
• 260057 PR [ de en ] Laboratory Radioactivity and Nuclear Physics
• 260060 PR [ de en ] Laboratory course on materials physics
• 260065 SE [ de en ] Foundations of modern quantum physics
• 260072 VO History of Physics - The developement of physics at the University Vienna included
• 260079 PR Laboratory course - low dimensional solids - synthesis, characterization and device applications
• 260083 SE Current topics in aerosol dynamics and optics
• 260090 SE [ de en ] Seminar on experimental particle physics
• 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
• 260108 PR Laboratory Electronics - Electronics for Physicists
• 260111 UE Solid State Physics I - Exercises
• 260115 VO [ en ] Complex Systems I - Foundations, Concepts and Phenomena
• 260116 UE [ en ] Exercises to Complex Systems I - Foundations, Concepts and Phenomena
• 260129 VO [ en ] Astroparticle Physics
• 260130 SE [ de en ] Seminar in special topics in relativity - Cauchy problems for wave equations
• 260140 VO Introduction to nuclear physics I
• 260141 UE [ de en en ] Exercises to introduction to Particle Physics
• 260144 VO [ de en ] Introduction to Particle Physics
• 260153 VO [ de en ] Experimental Particle Physics I
• 260174 SE [ de en ] Seminar phenomenology of nuclear physics
• 260209 SE Physics of functional materials
• 260211 PR [ en ] Laboratory Quantum Optics
• 260214 VO Solid State Physics I
• 260229 PR Environmental Physics, Project oriented laboratory experiments
• 260291 PR Laboratory Aerosolphysics
• 260358 SE [ en ] Quantum Optomechanics

UF MA PHYS 02b Subject Didactics (10 ECTS)

• 260120 SE Modern physics in school
• 267124 SE Physics Education in Optics - Potentials and additional value of digital media and their effective pedagogical use in the classroom
• 267126 SE [ en ] Training in reformed physics curriculum - Instructor's Guide to Open Source Tutorials
• 267216 SE ( PH-NÖ ) Topics in didactics of physics, mechanics with LEGO

Practice Module (4 ECTS)

UF MA PHYS 03 Didactic Supervision of Teaching Practice (4 ECTS)