Students must be able to solve the eigen value problem, solve the response in forced, steady and transient oscillations of systems with n degrees of freedom. Furthermore, the students must to have knowledge of the basics of nonlinear vibrations, and knowledge of the basics of experimental modal analysis. The student must know, matrix calculus, linear algebra, differential equations, fundamentals of the finite element method.

Credit is awarded for active participation in exercises and earning at least 50 out of 100 points in the final test. Details regarding the test format, number and types of problems, and evaluation criteria are provided by the lecturer during the semester. Participation in exercises is mandatory and monitored. Unexcused absence is a reason for failing to obtain credit. The final grade follows the ECTS system.

The aim is to introduce students to the fundamentals of rotor dynamics and enable them to analyze stability and critical speeds. Emphasis is placed on computational modeling of rotor systems. Students become familiar with basic models of rotors, disks, and bladed disks, and their analysis in both the time and frequency domains.  

• Programme N-IMB-P Master's

  specialization IME , 2 year of study, winter semester, compulsory
  specialization BIO , 2 year of study, winter semester, compulsory