Students must be able to solve eigenvalue problems, analyze forced, steady-state, and transient vibration of multi-degree-of-freedom systems, understand fundamentals of nonlinear vibration and basics of experimental modal analysis. Knowledge of matrix calculus, linear algebra, differential equations, and fundamentals of finite element methods is required.

Credit is awarded for active participation in exercises and earning at least 50 out of 100 points on the final test. Details regarding the test (question types, number of examples, evaluation rules) are explained during the semester. Attendance in exercises is mandatory; unexcused absence results in denial of credit. Makeup requirements are determined by the exercise instructor. Final grading follows the ECTS scale. 

The course aims to familiarize students with advanced rotor dynamics, especially modeling of complex couplings between rotating and stationary parts, stability evaluation, and detailed analysis of rotor and bladed-disk vibration using cyclic symmetry. Students learn advanced DOF-reduction methods and their application in MATLAB, Python, and ANSYS.

The course also introduces acoustics and vibroacoustics, focusing on acoustic quantities, noise sources, and numerical modeling using deterministic, statistical, and hybrid approaches. Graduates will be able to identify and assess sources of vibration and noise, perform computational analyses of rotor and vibroacoustic systems, and design effective mitigation measures.

• Programme N-IMB-P Master's

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