Czech

Not applicable.

Students will acquire knowledge of rotor systems. The graduate will be able to perform the analysis of vibrations of rotating machines and predict resonance states. In addition, they will be able to determine the probable cause of vibration based on the processing of measured data and propose adjustments to reduce them.

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.

Not applicable.

The course is taught through lectures explaining the basic principles and theory of the discipline.

The students will solve the semester tasks, which are necessary e for awarding the course-unit credit. In the last week of the semester students will write the exam tests. This test consists of 10 questions, where 2 points are the maximum for each question. It is necessary to obtain minimum 10 points. 19-20 - excelent
16-18 – very good
14-15 - good
12-13 - satisfactory
10-11 - sufficent
0-9 – failed
In case of unsatisfactory evaluation, the second part of the exam is oral. The results of semester assignments will be taken into account for final evaluation.

Not applicable.

Not applicable.

The course is focused on explanation of the theoretical basis of rotor systems dynamics. It is focused on computational and experimental modeling of dynamic properties. Exercise takes place on a computer, it solves practical problems occurring in rotary machines. Furthermore, the course is focused on obtaining the necessary information from the measured data.

Longer absence is compensated for by special tasks according to instructions of the tutor. Seminar credits are awarded on the condition of: active presence in the seminars, good results of seminar tests on basic knowledge, solution of additional tasks in case of longer excusable absence. Seminar tutor will specify the concrete form of these conditions in the first week of semester.

Not applicable.

Not applicable.

Erwin Kramer: Dynamics of Rotors and Foundations. Springer verlag, 2005
Gasch, Pfutzner: Dynamika rotorů, SNTL Praha, 1980 (CS)

Not applicable.

20 hours, optionally

1. Introduction to rotor systems, basic models of rotors
2. Undamped Laval (Jeffcott) rotor in rigid and flexible bearing supports
3. Laval (Jeffcott) rotor with external and internal damping. Roro stability
4. Joints between rotating and non-rotating parts (bearings, shock absorbers, sealing joints).
5. Vibration of bladed disks, Campbell diagram
6. Vibration of the non-attenuated rotor taking into account gyroscopic effects,
7. Rotor balancing
8. Methods of reduction of dynamic systems
9. Dynamics of discs and rotary periodic structures
10. Methods of solution of nonlinear rotor dynamic systems
11. Analysis and evaluation of vibrations in rotary machines
12. Rotor with noncircular cross section
13. Optimization in rotordynamics