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FSI-RPM-AAcad. year: 2011/2012
The course is intended for the students of the 4th year of study at the Faculty of Mechanical Engineering. It focuses on vibration of mechanical systems. Numerical methods are applied to solve the tasks with the help of PC. The lectures deal with analytical dynamics of discrete systems, forced oscillations of mechanical systems with one degree of freedom, vibration of discrete mechanical systems with n-degrees of freedom, reduction of degrees of freedom, vibration of continuous systems, approximate methods of solution of continuous systems (Raleigh’s method, Ritz method), direct integration methods (method of central differences, Runge-Kutta method, Houbolt method, Wilson theta method, Newmark method), tuning of mechanical systems, using of topology by modelling of mechanical systems The aim of the course is to provide students with good knowledge of oscillation of mechanical systems and the possibility to solve them by using numerical methods.
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