1. Dynamics tasks in the building industry. Applicability of dynamic tasks.
2. Calculation models. Coordinate systems. Degrees of freedom.
3. Definition of basic terms: rigidity, compliance, attenuation, linear and non-linear oscillation, ďAlembert principle.
4. Dynamic loading.
5. Oscillation of systems with one degree of freedom - attenuated and non-attenuated free oscillation.
6. Oscillation of systems with one degree of freedom - attenuated and non-attenuated forced oscillation.
7. Oscillation of systems with n degrees of freedom – free and forced oscillations.
8. Applying computational methods in solutions to dynamic tasks.
9. Adjustment of dynamic systems.
10. Free oscillation of a rod with continuously distributed mass.
11. Forced oscillation of a rod with continuously distributed mass.
12. Koloušek’s deformation method.
13. Effects of impulse loading.
14. Effects of surge loading.
2. Calculation models. Coordinate systems. Degrees of freedom.
3. Definition of basic terms: rigidity, compliance, attenuation, linear and non-linear oscillation, ďAlembert principle.
4. Dynamic loading.
5. Oscillation of systems with one degree of freedom - attenuated and non-attenuated free oscillation.
6. Oscillation of systems with one degree of freedom - attenuated and non-attenuated forced oscillation.
7. Oscillation of systems with n degrees of freedom – free and forced oscillations.
8. Applying computational methods in solutions to dynamic tasks.
9. Adjustment of dynamic systems.
10. Free oscillation of a rod with continuously distributed mass.
11. Forced oscillation of a rod with continuously distributed mass.
12. Koloušek’s deformation method.
13. Effects of impulse loading.
14. Effects of surge loading.