物理化學(2)
Physical Chemistry(II)
| 節 | 週二 | 週五 |
|---|---|---|
6 14:20–15:10 | 物理化學(2) 2 節連堂 | |
7 15:30–16:20 | ||
A 18:30–19:20 | 物理化學(2) |
* 根據陽明交大上課時間表所列
學習基本的量子力學觀念並了解量子力學在微觀化學體系的應用,作為大四以後進階課程的基礎。
普通化學、物理化學(1)
無備註
課堂解說、教學投影片
平時作業(30%) 期中考(30%) 期末考(40%)
Introduction to Physical Chemistry
- 講授:
- 3
Electromagnetic Radiation and the Old Quantum Theory
1. Simple Harmonic Motion 2. Plane Waves and Standing Waves 3. Blackbody Radiation 4. Einstein and the Quantization of Radiation 5. Zero-Point Energy
- 講授:
- 3
Bohr's Atomic Theory
1. Spectral Series
- 講授:
- 3
The Foundations of Quantum Mechanics
1. The Wave Nature of Electrons 2. Zero-Point The Uncertainty Principle
- 講授:
- 3
Schrodinger's Wave Mechanics
1. Eigenfunctions and Normalization
- 講授:
- 3
Schrodinger's Wave Mechanics
1. Eigenfunctions and Normalization
- 講授:
- 3
Quantum-Mechanical Postulates
1. Orthogonality of Wave Functions
- 講授:
- 3
Quantum-Mechanical Postulates
1. Orthogonality of Wave Functions
- 講授:
- 3
Quantum Mehanics of Some Simple Systems
1. The Free Particle 2. The Particle in a Box 3. The Harmonic Oscillator
- 講授:
- 3
Mid-term Exam
- 講授:
- 3
Quantum Mechanics of Hydrogenlike Atoms
1. Solution of the Equation 2. Solution of the Equation 3. Solution of the Solution of the R Equation 4. Complete Wave Functions
- 講授:
- 3
Quantum Mechanics of Hydrogenlike Atoms
1. Solution of the Equation 2. Solution of the Equation 3. Solution of the Solution of the R Equation 4. Complete Wave Functions
- 講授:
- 3
Physical Significance of the Orbital Quantum Numbers
1. The Principal Quantum Number n 2. Angular Dependence of the Wave Function: The Quantum Numbers ʅ and mʅ
- 講授:
- 3
Angular Momentum and Magnetic Moment
1. Angular Momentum 2. Magnetic Moment
- 講授:
- 3
The Rigid Linear Rotor Spin Quantum Numbers
The Rigid Linear Rotor Spin Quantum Numbers
- 講授:
- 3
Many-Electron Atoms
1. The Aufbau Principle 2. The Pauli Exclusion Principle 3. Hund's Rule
- 講授:
- 3
Approximation Method in Quantum Mechanics
1. The Variation Method 2. Perturbation Method 3. Slater Orbitals 4. Relativistic Effects in Quantum Mechanics 5. Key Equations
- 講授:
- 3
Approximation Method in Quantum Mechanics
1. The Variation Method 2. Perturbation Method 3. Slater Orbitals 4. Relativistic Effects in Quantum Mechanics 5. Key Equations
- 講授:
- 3
Final Exam
- 講授:
- 3
| 週次 | 主題 |
|---|---|
| 第 1 週 | Introduction to Physical Chemistry 2024-09-03(二),2024-09-06(五) 時數:[2024-09-03]黃文鍵(1.00) |
| 第 1 週 | Introduction to Physical Chemistry 2024-09-03(二),2024-09-06(五) 時數:[2024-09-06]黃文鍵(2.00) |
| 第 2 週 | Electromagnetic Radiation and the Old Quantum Theory 1. Simple Harmonic Motion 2. Plane Waves and Standing Waves 3. Blackbody Radiation 4. Einstein and the Quantization of Radiation 5. Zero-Point Energy 2024-09-10(二),2024-09-13(五) 時數:[2024-09-10]黃文鍵(1.00) |
| 第 2 週 | Electromagnetic Radiation and the Old Quantum Theory 1. Simple Harmonic Motion 2. Plane Waves and Standing Waves 3. Blackbody Radiation 4. Einstein and the Quantization of Radiation 5. Zero-Point Energy 2024-09-10(二),2024-09-13(五) 時數:[2024-09-13]黃文鍵(2.00) |
| 第 3 週 | Bohr's Atomic Theory 1. Spectral Series 2024-09-17(二),2024-09-20(五) 時數:[2024-09-17]黃文鍵(1.00) |
| 第 3 週 | Bohr's Atomic Theory 1. Spectral Series 2024-09-17(二),2024-09-20(五) 時數:[2024-09-20]黃文鍵(2.00) |
| 第 4 週 | The Foundations of Quantum Mechanics 1. The Wave Nature of Electrons 2. Zero-Point The Uncertainty Principle 2024-09-24(二),2024-09-27(五) 時數:[2024-09-24]黃文鍵(1.00) |
| 第 4 週 | The Foundations of Quantum Mechanics 1. The Wave Nature of Electrons 2. Zero-Point The Uncertainty Principle 2024-09-24(二),2024-09-27(五) 時數:[2024-09-27]黃文鍵(2.00) |
| 第 5 週 | Schrodinger's Wave Mechanics 1. Eigenfunctions and Normalization 2024-10-01(二),2024-10-04(五) 時數:[2024-10-01]黃文鍵(1.00) |
| 第 5 週 | Schrodinger's Wave Mechanics 1. Eigenfunctions and Normalization 2024-10-01(二),2024-10-04(五) 時數:[2024-10-04]黃文鍵(2.00) |
| 第 6 週 | Schrodinger's Wave Mechanics 1. Eigenfunctions and Normalization 2024-10-08(二),2024-10-11(五) 時數:[2024-10-08]黃文鍵(1.00) |
| 第 6 週 | Schrodinger's Wave Mechanics 1. Eigenfunctions and Normalization 2024-10-08(二),2024-10-11(五) 時數:[2024-10-11]黃文鍵(2.00) |
| 第 7 週 | Quantum-Mechanical Postulates 1. Orthogonality of Wave Functions 2024-10-15(二),2024-10-18(五) 時數:[2024-10-15]黃文鍵(1.00) |
| 第 7 週 | Quantum-Mechanical Postulates 1. Orthogonality of Wave Functions 2024-10-15(二),2024-10-18(五) 時數:[2024-10-18]黃文鍵(2.00) |
| 第 8 週 | Quantum-Mechanical Postulates 1. Orthogonality of Wave Functions 2024-10-22(二),2024-10-25(五) 時數:[2024-10-22]黃文鍵(1.00) |
| 第 8 週 | Quantum-Mechanical Postulates 1. Orthogonality of Wave Functions 2024-10-22(二),2024-10-25(五) 時數:[2024-10-25]黃文鍵(2.00) |
| 第 9 週 | Quantum Mehanics of Some Simple Systems 1. The Free Particle 2. The Particle in a Box 3. The Harmonic Oscillator 2024-10-29(二),2024-11-01(五) 時數:[2024-10-29]黃文鍵(1.00) |
| 第 9 週 | Quantum Mehanics of Some Simple Systems 1. The Free Particle 2. The Particle in a Box 3. The Harmonic Oscillator 2024-10-29(二),2024-11-01(五) 時數:[2024-11-01]黃文鍵(2.00) |
| 第 10 週 | Mid-term Exam 2024-11-05(二),2024-11-08(五) 時數:[2024-11-05]黃文鍵(1.00) |
| 第 10 週 | Mid-term Exam 2024-11-05(二),2024-11-08(五) 時數:[2024-11-08]黃文鍵(2.00) |
| 第 11 週 | Quantum Mechanics of Hydrogenlike Atoms 1. Solution of the Equation 2. Solution of the Equation 3. Solution of the Solution of the R Equation 4. Complete Wave Functions 2024-11-12(二),2024-11-15(五) 時數:[2024-11-12]黃文鍵(1.00) |
| 第 11 週 | Quantum Mechanics of Hydrogenlike Atoms 1. Solution of the Equation 2. Solution of the Equation 3. Solution of the Solution of the R Equation 4. Complete Wave Functions 2024-11-12(二),2024-11-15(五) 時數:[2024-11-15]黃文鍵(2.00) |
| 第 12 週 | Quantum Mechanics of Hydrogenlike Atoms 1. Solution of the Equation 2. Solution of the Equation 3. Solution of the Solution of the R Equation 4. Complete Wave Functions 2024-11-19(二),2024-11-22(五) 時數:[2024-11-19]黃文鍵(1.00) |
| 第 12 週 | Quantum Mechanics of Hydrogenlike Atoms 1. Solution of the Equation 2. Solution of the Equation 3. Solution of the Solution of the R Equation 4. Complete Wave Functions 2024-11-19(二),2024-11-22(五) 時數:[2024-11-22]黃文鍵(2.00) |
| 第 13 週 | Physical Significance of the Orbital Quantum Numbers 1. The Principal Quantum Number n 2. Angular Dependence of the Wave Function: The Quantum Numbers ʅ and mʅ 2024-11-26(二),2024-11-29(五) 時數:[2024-11-26]黃文鍵(1.00) |
| 第 13 週 | Physical Significance of the Orbital Quantum Numbers 1. The Principal Quantum Number n 2. Angular Dependence of the Wave Function: The Quantum Numbers ʅ and mʅ 2024-11-26(二),2024-11-29(五) 時數:[2024-11-29]黃文鍵(2.00) |
| 第 14 週 | Angular Momentum and Magnetic Moment 1. Angular Momentum 2. Magnetic Moment 2024-12-03(二),2024-12-06(五) 時數:[2024-12-03]黃文鍵(1.00) |
| 第 14 週 | Angular Momentum and Magnetic Moment 1. Angular Momentum 2. Magnetic Moment 2024-12-03(二),2024-12-06(五) 時數:[2024-12-06]黃文鍵(2.00) |
| 第 15 週 | The Rigid Linear Rotor Spin Quantum Numbers 2024-12-10(二),2024-12-13(五) 時數:[2024-12-10]黃文鍵(1.00) |
| 第 15 週 | The Rigid Linear Rotor Spin Quantum Numbers 2024-12-10(二),2024-12-13(五) 時數:[2024-12-13]黃文鍵(2.00) |
| 第 16 週 | Many-Electron Atoms 1. The Aufbau Principle 2. The Pauli Exclusion Principle 3. Hund's Rule 2024-12-17(二),2024-12-20(五) 時數:[2024-12-17]黃文鍵(1.00) |
| 第 16 週 | Many-Electron Atoms 1. The Aufbau Principle 2. The Pauli Exclusion Principle 3. Hund's Rule 2024-12-17(二),2024-12-20(五) 時數:[2024-12-20]黃文鍵(2.00) |
| 第 17 週 | Approximation Method in Quantum Mechanics 1. The Variation Method 2. Perturbation Method 3. Slater Orbitals 4. Relativistic Effects in Quantum Mechanics 5. Key Equations 2024-12-24(二),2024-12-27(五) 時數:[2024-12-24]黃文鍵(1.00) |
| 第 17 週 | Approximation Method in Quantum Mechanics 1. The Variation Method 2. Perturbation Method 3. Slater Orbitals 4. Relativistic Effects in Quantum Mechanics 5. Key Equations 2024-12-24(二),2024-12-27(五) 時數:[2024-12-27]黃文鍵(2.00) |
| 第 18 週 | Approximation Method in Quantum Mechanics 1. The Variation Method 2. Perturbation Method 3. Slater Orbitals 4. Relativistic Effects in Quantum Mechanics 5. Key Equations 2024-12-31(二),2025-01-03(五) 時數:[2024-12-31]黃文鍵(1.00) |
| 第 18 週 | Approximation Method in Quantum Mechanics 1. The Variation Method 2. Perturbation Method 3. Slater Orbitals 4. Relativistic Effects in Quantum Mechanics 5. Key Equations 2024-12-31(二),2025-01-03(五) 時數:[2025-01-03]黃文鍵(2.00) |
| 第 19 週 | Final Exam 2025-01-07(二),2025-01-10(五) 時數:[2025-01-07]黃文鍵(1.00) |
| 第 19 週 | Final Exam 2025-01-07(二),2025-01-10(五) 時數:[2025-01-10]黃文鍵(2.00) |
Physical Cemistry 5e, K. J. Laidler, J. H. Meiser, and B. C. Sanctuary, Multi-Media Publicat, 2019
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