Prowadzący: prof. zw. dr hab. inż. Roman Bogacz

Wykład 30 godzinny w języku angielskim.


Contents:

1. Nonlinear behavior of single degree of freedom. Phase-plane displacement-velocity, Conditions of self-excitation.
2. Non-conservative systems. Particular cases of singular points on the phase-plane. Phase-trajectories of linear and nonlinear systems of single degree of freedom.
3. Friction excited vibration of single degree of freedom. Characteristics dependent on velocity of relative motion.
4. Friction excited vibration of system with two and three degrees of freedom.
5. Models of friction dependent on history of a friction process (time of sticking and sign of acceleration, temperature).
6. Friction induced vibration of the system subjected to external harmonic excitation.
7. Self-excitation of pipes conveying fluid. Two continuous systems in relative motion.
8. Self-excited vibration and buckling of the Ziegler, Beck’s and Reut’s columns.
9. Hunting as self-excited oscillation of track-train system in relative motion.

 

Terminy zajęć:

Poniedziałki, godz. 16-18, sala 3.12.

Pierwsze zajęcia: 9 marca 2015

 

Zapisy:

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