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- 자연과학 >수학ㆍ물리ㆍ천문ㆍ지리 >물리학
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- 강의학기
- 2017년 1학기
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- 조회수
- 6,476
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- 강의계획서
- 강의계획서
This class will use the theory of statistical mechanics introduced in the Thermal and Statistical Physics 1 to look at a range of physical systems and phenomena. Topics will include:
- general theory of thermodynamic ensembles (including a review of the microcanonical and canonical ensembles, and the introduction of the grand canonical ensemble),
- single particle statistics (the Maxwell-Boltzmann and Planck distributions),
- the behaviour of gases at low temperatures (the different behaviours of Boson and Fermion systems, Bose-Einstein condensation, and the free-electron approximation in conducting solids),
- the low-temperature behaviour of systems with interactions (introducing the idea of quasiparticles through the study of vibrations in solids),
- the theory of phase transitions (including mean-field models and an introduction to the renormalization group).
- general theory of thermodynamic ensembles (including a review of the microcanonical and canonical ensembles, and the introduction of the grand canonical ensemble),
- single particle statistics (the Maxwell-Boltzmann and Planck distributions),
- the behaviour of gases at low temperatures (the different behaviours of Boson and Fermion systems, Bose-Einstein condensation, and the free-electron approximation in conducting solids),
- the low-temperature behaviour of systems with interactions (introducing the idea of quasiparticles through the study of vibrations in solids),
- the theory of phase transitions (including mean-field models and an introduction to the renormalization group).
- 수강안내 및 수강신청
- ※ 수강확인증 발급을 위해서는 수강신청이 필요합니다
차시별 강의
| 1. | ![]() |
Course Introduction | Course Introduction | |
| 2. | ![]() |
General Theory of Thermodynamic Ensembles | General Theory of Thermodynamic Ensembles | |
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Grand Canonical Ensemble for Non-Interacting Systems | Grand Canonical Ensemble for Non-Interacting Systems | |
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| 3. | ![]() |
Fermi-Dirac, Bose-Einstein, Maxwell-Boltzmann, and Planck Distributions | Fermi-Dirac, Bose-Einstein, Maxwell-Boltzmann, and Planck Distributions | |
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Blackbody Radiation and the Stefan-Boltzmann Law | Blackbody Radiation and the Stefan-Boltzmann Law | |
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| 4. | ![]() |
Review of Worksheet 1 / Bose-Einstein Condensation | Review of Worksheet 1 / Bose-Einstein Condensation | |
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Experimental Realization of Bose-Einstein Condensation | Experimental Realization of Bose-Einstein Condensation | |
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| 5. | ![]() |
Degenerate Fermi Gases / White dwarf stars | Degenerate Fermi Gases / White dwarf stars | |
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Nearly Degenerate Fermi Gases: Heat Capacity | Nearly Degenerate Fermi Gases: Heat Capacity | |
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| 6. | ![]() |
Electron Band Structure: Conductors, Insulators and Semiconductors | Electron Band Structure: Conductors, Insulators and Semiconductors | |
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Doped Semiconductors and p-n Junctions | Doped Semiconductors and p-n Junctions | |
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| 7. | ![]() |
Review of Worksheet 2 | Review of Worksheet 2 | |
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Low Temperature Behaviour of Interacting Systems: Normal Modes | Low Temperature Behaviour of Interacting Systems: Normal Modes | |
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| 8. | ![]() |
Normal Modes of Vibration in an Atomic Lattice | Normal Modes of Vibration in an Atomic Lattice | |
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The Debye Model / The Heisenberg Exchange Interaction | The Debye Model / The Heisenberg Exchange Interaction | |
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| 9. | ![]() |
Low Temperature Behaviour of Heisenberg Model: Magnons | Low Temperature Behaviour of Heisenberg Model: Magnons | |
| 10. | ![]() |
Mean-Field Theory of Interacting Gases (Van-der-Waals equation) | Mean-Field Theory of Interacting Gases (Van-der-Waals equation) | |
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Critical Exponents of Liquid-Gas Critical Point in Mean-Field Approximation | Critical Exponents of Liquid-Gas Critical Point in Mean-Field Approximation | |
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| 11. | ![]() |
Mean-Field Theory of the Ising Model | Mean-Field Theory of the Ising Model | |
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General Aspects of the Theory of Phase Transitions | General Aspects of the Theory of Phase Transitions | |
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| 12. | ![]() |
Review of Worksheet 3 | Review of Worksheet 3 | |
| 13. | ![]() |
Introduction to the Renormalization Group Approach to Phase Transitions | Introduction to the Renormalization Group Approach to Phase Transitions | |
| 14. | ![]() |
Ising Model Real-Space Renormalization Group | Ising Model Real-Space Renormalization Group | |
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Review of Worksheet 4 | Review of Worksheet 4 | |
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