Introduction to Quantum Physics-E2
| Numbering Code | U-LAS12 20020 LE57 | Year/Term | 2022 ・ Second semester | |
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| Number of Credits | 2 | Course Type | Lecture | |
| Target Year | Mainly 2nd year students | Target Student | For science students | |
| Language | English | Day/Period | Tue.4 | |
| Instructor name | Arseniy Aleksandrovich，Kuzmin (Graduate School of Engineering Senior Lecturer) | |||
| Outline and Purpose of the Course | Quantum mechanics is one of the most successful theories in physics. It describes the physics of the microscopic world: molecular, atomic and subatomic processes. At first, we will follow the history of the quantum mechanics, and start with the black body radiation. The necessity of quantization arises from the failure to describe the black body radiation using classical physics. We will then examine the experimental evidences of the particle-wave duality. The Schrodinger equation is then introduced to describe simplest quantum systems. This course aims to show the necessity of quantum mechanics and to give listeners tools to describe the basic quantum systems. | |||
| Course Goals |
To understand the fundamental concepts of quantum mechanics. To learn mathematical methods which describe quantum objects. |
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| Schedule and Contents |
1. Brief overview of relativistic energy and momentum. When classical physics was not enough anymore. 2. Black body radiation. Classical and quantum approaches. 3. Quantum properties of electro-magnetic radiation: photoelectric effect, Bothe experiment, Compton effect. 4. Rutherford model of atom. 5. Bohr model of atom. 6. Wave properties of particles: De Broglie's wave hypothesis. 7. Experimental conformations of De Broglie's hypothesis. Uncertainty principle. 8. Wave function and Schrodinger equation. 9. Particle in the infinite potential well. 10. One dimensional quantum system: harmonic oscillator. 11. Quantum tunneling of particles through potential barriers. 12. Physical states and operators. 13. Postulates of quantum mechanics. 14. Quantization of angular momentum. 14 lectures in total and one feedback class |
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| Evaluation Methods and Policy |
Evaluation will be based on: 10% attendance and participation 20% homework 20% quiz 50% final exam |
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| Course Requirements | It is desirable to take introduction to physics A and B courses. Knowledge of mechanics and wave theory is welcome. | |||
| Study outside of Class (preparation and review) | Preparation for lectures will include revision of class materials and homework assignments. Detailed instructions will be given during the class. | |||
| Textbooks | Textbooks/References | Physics, a general course (vol. 3), I. V. Savelyev, (Mir Publishers), ISBN:5-03-000900-0 | ||
