Physics I - Mechanics and Molecular Physics
| Type of study | Bachelor |
|---|---|
| Language of instruction | English |
| Code | 480-8110/02 |
| Abbreviation | FYI |
| Course title | Physics I - Mechanics and Molecular Physics |
| Credits | 5 |
| Coordinating department | Department of Physics |
| Course coordinator | Ing. Michal Gryga, Ph.D. |
Subject syllabus
1. Single particle motion: kinematic description, translation and rotation.
2. Dynamics and forces: Newton's laws, work and energy in mechanics.
3. Mechanics of rigid bodies: mass center, transltion, rotation and compound motions.
4. Impulse, momentum and collisions, Steiner's theorem.
5. Mechanical oscillations: free oscillations, damped and forced oscillations, superposition of oscillations.
6. Traveling and standing mechanical waves, wave equation, mechanical waves in three dimensions, interference phenomena.
7. Introduction to accoustic phenomena.
8. Introduction to mechanics ideal fluid: Pascal's law, hydrostatic pressure, Bernouli's equation and continuity equation
9. Fundamentals of molecular phenomena: introduction to physics of thermal phenomena
10. Basics of heat transfer
11. Kinetic theory of gases: equation of state for ideal gas, simple model of real gas.
12. Reversible phenomena in ideal gases, the entropy concept.
13. Lagrange and Hamilton equations.
2. Dynamics and forces: Newton's laws, work and energy in mechanics.
3. Mechanics of rigid bodies: mass center, transltion, rotation and compound motions.
4. Impulse, momentum and collisions, Steiner's theorem.
5. Mechanical oscillations: free oscillations, damped and forced oscillations, superposition of oscillations.
6. Traveling and standing mechanical waves, wave equation, mechanical waves in three dimensions, interference phenomena.
7. Introduction to accoustic phenomena.
8. Introduction to mechanics ideal fluid: Pascal's law, hydrostatic pressure, Bernouli's equation and continuity equation
9. Fundamentals of molecular phenomena: introduction to physics of thermal phenomena
10. Basics of heat transfer
11. Kinetic theory of gases: equation of state for ideal gas, simple model of real gas.
12. Reversible phenomena in ideal gases, the entropy concept.
13. Lagrange and Hamilton equations.
E-learning
Materials are available at https://lms.vsb.cz/?lang=en.