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Prof. Dr. rer. nat. habil. Katharina Krischer

Photo von Prof. Katharina Krischer.
Phone
+49 89 289-12535
Room
3087
E-Mail
krischer@tum.de
frauenbeauftragte@ph.tum.de (Deputy Equal Opportunity Officer of the Physics Department)
Links
Homepage
Page in TUMonline
Group
Chemical Physics Beyond Equilibrium
Job Titles

Courses and Dates

Title and Module Assignment
ArtSWSLecturer(s)Dates
Nonlinear Dynamics and Complex Systems 1
eLearning course
Assigned to modules:
VO 2 Krischer, K. singular or moved dates
Physics of Electrochemical Interfaces
eLearning course
Assigned to modules:
VO 2 Krischer, K. Schindler, W. singular or moved dates
Exercise to Nonlinear Dynamics and Complex Systems 1
eLearning course
Assigned to modules:
UE 2 Lee, S.
Responsible/Coordination: Krischer, K.
singular or moved dates
Exercise to Physics of Electrochemical Interfaces
Assigned to modules:
UE 2 Feil, M. Schindler, W.
Responsible/Coordination: Krischer, K.
singular or moved dates
E19a Group Seminar
Assigned to modules:
SE 4 Krischer, K. Schindler, W. singular or moved dates
FOPRA Experiment 09: Capacitive Properties of a Gold/Electrolyte Interface (AEP, BIO, KM)
current information
Assigned to modules:
PR 1 Duportal, M.
Responsible/Coordination: Krischer, K.
FOPRA Experiment 31: Cooperative Behaviour in Networks of Mechanical Oscillators (AEP, BIO, KM, KTA)
Assigned to modules:
PR 1 Wiehl, J.
Responsible/Coordination: Krischer, K.
Advanced Seminar on Current Topics of Selforganization at Interfaces
Assigned to modules:
SE 4 Krischer, K. singular or moved dates

Offered Bachelor’s or Master’s Theses Topics

Chimären-Zustände in asymmetrischen 2-Populationsnetzwerken
In this theoretical project from the field of Nonlinear Dynamics, the collective dynamics of coupled oscillators shall be explored. More precisely, the dynamics of two interacting sets - or populations - of oscillators shall be studied. It has been shown that symmetric two-population networks, where each population consists of the same number of oscillators, might exhibit a symmetry-breaking to a so-called chimera state, characterized by the coexistence of coherence and incoherence. In this project, the dynamics of asymmetric networks with different population sizes shall be explored, with particular emphasis on the existence of chimeras. The projects includes both analytical and numerical investigations.
suitable as
  • Bachelor’s Thesis Physics
Supervisor: Katharina Krischer
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