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- 자연과학 >수학ㆍ물리ㆍ천문ㆍ지리 >물리학
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- 강의학기
- 2015년 1학기
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- 평점
- 4.2/5.0 (9)
- 강의계획서
- 강의계획서
양자역학은 소립자에서부터 원자핵, 원자, 그리고 고체에 이르기까지 물질의 제반 현상을 다루는 데 있어 기본 틀을 제공하는 학문이다. 본 강의에서는 양자론이 나오게 된 배경에서 시작하여 양자역학의 기본 가설과 기본 개념, 수학적 구조를 소개한다.
- 수강안내 및 수강신청
- ※ 수강확인증 발급을 위해서는 수강신청이 필요합니다
차시별 강의
| 1. | ![]() |
Emergence of Quantum Mechanics | Quantization, Blackbody radiation, Photoelectric Effect, Compton effect, Electron Diffraction, Duality, The Bohr Atom | |
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Emergence of Quantum Mechanics | Quantization, Blackbody radiation, Photoelectric Effect, Compton effect, Electron Diffraction, Duality, The Bohr Atom | |
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Emergence of Quantum Mechanics | ![]() |
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| 2. | ![]() |
Fourier Integral, Wave particle Duality, and Wave packet | Fourier trf, Fourier Integral, Delta-ftn Wave Particle Duality, Wave packets, Uncertainty Realation Δ k Δ x | |
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Fourier Integral, Wave particle Duality, and Wave packet | Fourier trf, Fourier Integral, Delta-ftn Wave Particle Duality, Wave packets, Uncertainty Realation Δ k Δ x | |
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Fourier Integral, Wave particle Duality, and Wave packet | ![]() |
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Probability Interpretation | Double Slit Experiment, Probability Interpretation | |
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Probability Interpretation | Double Slit Experiment, Probability Interpretation | |
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Probability Interpretation | ![]() |
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Schrodinger Equation | Schrodinger Equation, Phase, DeBroigle Wave, Probability Density, Probability Current, Expectation Values | |
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Schrodinger Equation | Schrodinger Equation, Phase, DeBroigle Wave, Probability Density, Probability Current, Expectation Values | |
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Schrodinger Equation | ![]() |
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Time Independent Schrodinger Eq | Time Independent Schrodinger Equation, Eigenvalue Equations | |
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Time Independent Schrodinger Eq | ![]() |
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Infinite Square Well Potential | Infinite Square Well Potential and its Boundary Conditions, Physical Information of Eigenstates | |
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Infinite Square Well Potential | Infinite Square Well Potential and its Boundary Conditions, Physical Information of Eigenstates | |
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Infinite Square Well Potential | ![]() |
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| 7. | ![]() |
Expansion Postulates | Postulates of Quantum Mechanics, Expansion Postulates and its Physical Interpretation, Momentum Eigen function | |
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Expansion Postulates | Postulates of Quantum Mechanics, Expansion Postulates and its Physical Interpretation, Momentum Eigen function | |
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Expansion Postulates | ![]() |
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Potential Problems | One Dimensional Potentials, Potential Step, Potential Well, Potential Barrier, Tunneling | |
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Potential Problems | One Dimensional Potentials, Potential Step, Potential Well, Potential Barrier, Tunneling | |
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Potential Problems | ![]() |
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Hermitian Operator and vector Space | Eigenfunctons and Eigenvectors, Hamiltonian Operator, Momentum Operator, Hermitian Operator, Vector Analogy | |
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Hermitian Operator and vector Space | Eigenfunctons and Eigenvectors, Hamiltonian Operator, Momentum Operator, Hermitian Operator, Vector Analogy | |
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Hermitian Operator and vector Space | ![]() |
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Dirac notation and Hilbert Space | Dirac Notation, Structure of Hilbert Space, Vector Spaces and Operators, Properties of Hermitian Operator | |
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Dirac notation and Hilbert Space | ![]() |
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| 11. | ![]() |
Uncertainty Relations | Degeneracy and Simultaneous Observables, Uncertainty Relations | |
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Uncertainty Relations | Degeneracy and Simultaneous Observables, Uncertainty Relations | |
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Uncertainty Relations | ![]() |
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| 12. | ![]() |
Harmonic Oscillator 01 | The Energy Spectrum of Harmonic Oscillator, Ladder Operator | |
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Harmonic Oscillator 01 | The Energy Spectrum of Harmonic Oscillator, Ladder Operator | |
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Harmonic Oscillator 01 | ![]() |
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| 13. | ![]() |
Harmonic Oscillator 02 | From Operators to the Schrodinger equation, The Time Dependence of Operators | |
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Harmonic Oscillator 02 | From Operators to the Schrodinger equation, The Time Dependence of Operators | |
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Harmonic Oscillator 02 | ![]() |
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