|
Week |
Scientific Subject |
|
1-4 |
Linear dynamics of motion: kinetic energy of a particle in circular motion, inertia, calculation of inertia of masses of different dimensions, calculation of inertia of solid bodies (rod, cylinder, sphere), principle of parallel axes of inertia, torque of a body moving in circular motion, dynamics of motion of a solid body, some applications of a body under circular and translational motion (circular motion of a cylinder, circular and translational motion of a cylinder). |
|
5 |
First Exam |
|
5-8 |
Angular moment: definition of angular moment, angular moment of a particle set, definition of torque, torque of a body in circular motion, principle of conservation of angular moment, some applications of the principle of conservation of angular moment. |
|
9-10 |
Dynamics of the rigid body. |
|
10 |
Second Exam |
|
11-14 |
Vibrational motion: description of vibrational motion- simple harmonic vibrational motion, kinetic energy and posural energy of a particle vibrating with simple harmonic motion, the principle of energy conservation of vibrational motion with some applications (simple pendulum, composite pendulum, spring-loaded mass). |
|
15 |
Final Exam |
References
|
Title |
Publisher |
Edition |
Author |
Place |
|
Course notes |
|
|
Course professor |
|
|
Physics for scientists & Engineers |
Cengage brain |
2006 |
Raymond A. Serway |
Internet |