| 1. | |
양자역학의 시작 1 | Blackbody radiation, Bohr’s hydrogen model |  |
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양자역학의 시작 2 | Blackbody radiation, Bohr’s hydrogen model | |
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| 2. | |
파동역학의 기초 | Fourier transform에 대한 복습 | |
| 3. | |
파동함수의 해석과 파동방정식 1 | 확률밀도로서의 파동함수 | |
|
파동함수의 해석과 파동방정식 2 | 일차원 슈뢰딩거 방정식의 성질 | |
|
| 4. | |
Particle in a box 1 | 일차원 Schrodinger 방정식 풀기 | |
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Particle in a box 2 | Schrodinger 방정식의 특성 및 eigenvalue problem | |
|
| 5. | |
One-dimensional potentials 1-1 | potential step | |
|
One-dimensional potentials 1-2 | potential well, potential barrier | |
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| 6. | |
One-dimensional potentials 2-1 | potential well and barrier | |
|
One-dimensional potentials 2-2 | harmonic oscillator | |
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| 7. | |
Mathematical structure of quantum mechanics 1-1 | Properties of eigenfunctions | |
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Mathematical structure of quantum mechanics 1-2 | Structure of Hilbert space | |
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| 8. | |
Operator methods in quantum mechanics 1-1 | Harmonic oscillator | |
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Operator methods in quantum mechanics 1-2 | Space representation of states | |
|
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Operator methods in quantum mechanics 1-3 | Space representation of states | |
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| 9. | |
Angular momentum 1-1 | Eigenvalues and eigenfunctions of angular momentum | |
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Angular momentum 1-2 | Operator methods for angular momentum | |
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| 10. | |
Hydrogen atom 1-1 | Energy spectrum of hydrogen atom | |
|
Hydrogen atom 1-2 | Free particle in terms of eigenstates of angular momentum | |
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| 11. | |
Matrix formulation of quantum mechanics 1-1 | Idea of matrix representation | |
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Matrix formulation of quantum mechanics 1-2 | Diagonalization of matrices | |
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| 12. | |
Spin angular momentum 1-1 | Matrix representation of spin | |
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Spin angular momentum 1-2 | Physics of spin-1/2 particles | |
|
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Spin angular momentum 1-3 | Electron paramagnetic resonance | |
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| 13. | |
Addition of angular momentum 1-1 | Addition of two spins | |
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Addition of angular momentum 1-2 | General method for adding angular momentum | |
대구광역시 동구 동내로 64(동내동 1119) 우)41061
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