Tahun Akademik:
Gasal 2022/2023
Kelas-Offr:
C-C
Deskripsi:
Background of the Quantum Physics Experiment: 1. Black Body Radiation, 2. Photoelectric Effects Experiments, 3. Compton Effects, 4. Electron Diffraction, 5. Lines Spectrum, 6. Bohr Atomic Models. Wave Function: 1. Schrodinger’s Equation, 2 Statistical Interpretation, 3. Probability, 4. Normalization, 5. Momentum, 6. The Uncertainty Principle. Time-Independent Schrodinger Equation: 1. Stationary State, 2. Infinite Square Well, 3. Harmonic Oscillator, 4. Free Particle, 5. Delta-Function Potential, 6. Finite Square Well Potential, 7. Scattering Matrix. Quantum Mechanics in Three Dimensions: 1. Schrodinger Equations in Spherical Coordinates, 2. Hydrogen Atom, 3. Angular Momentum, 4. Spin. Time-Independent Perturbation Theory: 1. Nondegenerate Perturbation Theory, 2. Degenerate Perturbation Theory, 3. Hydrogen Fine Structure, 4. Zeeman Effect. WKB Approximation: 1. "Classical" Region, 2. Tunneling, 3. Connection Formulas. Time-Dependent Perturbation Theory: 1. Two-Level Systems, 2. Emission and Absorption of Radiation. Introduction to Relativistic Quantum Mechanics: 1. Klein Gordon Equation and Continuity Equation, 2. Dirac Equation, 3. Dirac Equation and Electron, 4. Second Quantization
Capaian Pembelajaran
Gasal 2022/2023
Kelas-Offr:
C-C
Deskripsi:
Background of the Quantum Physics Experiment: 1. Black Body Radiation, 2. Photoelectric Effects Experiments, 3. Compton Effects, 4. Electron Diffraction, 5. Lines Spectrum, 6. Bohr Atomic Models. Wave Function: 1. Schrodinger’s Equation, 2 Statistical Interpretation, 3. Probability, 4. Normalization, 5. Momentum, 6. The Uncertainty Principle. Time-Independent Schrodinger Equation: 1. Stationary State, 2. Infinite Square Well, 3. Harmonic Oscillator, 4. Free Particle, 5. Delta-Function Potential, 6. Finite Square Well Potential, 7. Scattering Matrix. Quantum Mechanics in Three Dimensions: 1. Schrodinger Equations in Spherical Coordinates, 2. Hydrogen Atom, 3. Angular Momentum, 4. Spin. Time-Independent Perturbation Theory: 1. Nondegenerate Perturbation Theory, 2. Degenerate Perturbation Theory, 3. Hydrogen Fine Structure, 4. Zeeman Effect. WKB Approximation: 1. "Classical" Region, 2. Tunneling, 3. Connection Formulas. Time-Dependent Perturbation Theory: 1. Two-Level Systems, 2. Emission and Absorption of Radiation. Introduction to Relativistic Quantum Mechanics: 1. Klein Gordon Equation and Continuity Equation, 2. Dirac Equation, 3. Dirac Equation and Electron, 4. Second Quantization
Capaian Pembelajaran
- Menguasai konsep esensial dan komprehensif fisika kuantum dan dasar-dasar metodologi fisika kuantum dan menerapkannya untuk menyelesaikan permasalahan terkait secara tepat, mandiri, kreatif, bertanggungjawab, dan memanfaatkan perkembangan ipteks serta menjadi bekal perencanaan, pelaksanaan, dan penilaian pembelajaran fisika sekolah.
- David J. Griffiths, 1995, Introduction to Quantum Mechanics, London: Prentice Hall, I.
- C. Phillips, 2003, Introduction to Quantum Mechanics, New York: John Wiley & Sons Ltd.
- Kenneth S. Krane, 2012, Modern physics-3rd ed, New York: John Wiley & Sons.
- Walter Greiner, 2001, Quantum mechanics, An Introduction 4th ed., New York: Springer.
- Walter Greiner, 2000, Relativistic Quantum mechanics, New York: Springer.
- Y. K. Lim, 1998, Problems and Solutions in Quantum Mechanics, Singapore: World Scientific publishing Co. pte. Ltd.
- Sutopo, 2005, Pengantar Fisika Kuantum.
- P. L Taylor and O Heinonen, 2002, A Quantum Approach to Condensed Matter Physics, Cambridge, University Press.
- Teacher: Cahyo Aji Hapsoro