Molecular Spectroscopy by Levine, Ira N.;

Tartalomjegyzék:

Chapter 1 Quantum Mechanics and Electronic Structure

1.1 Quantum Mechanics

1.2 Mathematics Review

1.3 Units

1.4 The Particle in a Box

1.5 The Harmonic Oscillator

1.6 Orbital Angular Momentum

1.7 Angular-Momentum Ladder Operators

1.8 Parity

1.9 The Variation Method

1.10 Perturbation Theory

1.11 The Central-Force Problem

1.12 The Two-Particle Problem

1.13 The Two-Particle Rigid Rotor

1.14 The Hydrogen Atom

1.15 Spin

1.16 The Pauli Principle

1.17 Many-Electron Atoms

1.18 Symmetry Point Groups

1.19 Molecular Electronic Structure

1.20 The Hartree?Fock Method

1.21 Semiempirical Methods

Chapter 2 Matrices

2.1 Matrices

2.2 Eigenvalues and Eigenvectors

2.3 Matrices and Quantum Mechanics

Chapter 3 Time-Dependent States and Spectroscopy

3.1 Time-Dependent Perturbation Theory

3.2 Absorption and Emission of Radiation

3.3 Selection Rules

3.4 Spectroscopy

3.5 Line Shapes and Widths

3.6 Lasers

Chapter 4 Vibration and Rotation of Diatomic Molecules

4.1 Nuclear Motion in Diatomic Molecules

4.2 Anharmonicity, Vibration?Rotation Interaction, and Centrifugal Distortion

4.3 Potential-Energy Functions for Diatomic Molecules

4.4 Selection Rules for Rotational and Vibrational Transitions

4.5 Rotational Spectra of Diatomic Molecules

4.6 Vibration?Rotation Spectra of Diatomic Molecules

4.7 Parity of Diatomic-Molecule Wave Functions

4.8 Nuclear Spin and the Pauli Principle

4.9 Ortho and Para Modifications of Homonuclear Diatomic Molecules

4.10 The Raman Effect

4.11 Rotational Energies of Non-¹Σ Diatomic Molecules

Chapter 5 Rotation of Polyatomic Molecules

5.1 Nuclear Motion of Polyatomic Molecules

5.2 Classical Mechanics of a Rigid Rotor

5.3 The Rotational Hamiltonian Operator

5.4 The Spherical Top

5.5 The Symmetric Top

5.6 The Asymmetric Top

5.7 Pure-Rotation Spectra of Polyatomic Molecules

5.8 Microwave Spectroscopy

Chapter 6 Vibration of Polyatomic Molecules

6.1 Introduction

6.2 Classical Mechanics of Vibration

6.3 Symmetry and Normal Vibrations

6.4 Quantum Mechanics of Vibration

6.5 Selection Rules for Vibration?Rotation and Pure-Rotation Transitions

6.6 Infrared Spectroscopy

6.7 Raman Spectroscopy

6.8 Degenerate and Near-Degenerate Vibrational Levels

6.9 Parity of Polyatomic-Molecule Wave Functions

6.10 Nuclear Spin and the Pauli Principle

Chapter 7 Electronic Spectroscopy

7.1 Electronic Spectroscopy

7.2 Electronic Spectra of Diatomic Molecules

7.3 Electronic Spectra of Polyatomic Molecules

7.4 Photoelectron Spectroscopy

Chapter 8 Magnetic Resonance Spectroscopy

8.1 Magnetic Resonance

8.2 Nuclear Magnetic Moments

8.3 Nuclear Magnetic Resonance

8.4 NMR Chemical Shifts

8.5 NMR Spin?Spin Splittings

8.6 NMR Spectra of Nuclei Other Than Protons

8.7 Origin of NMR Spin?Spin Coupling

8.8 Spin Relaxation

8.9 NMR and Rate Processes

8.10 Nuclear Quadrupole Moments

8.11 Electron Spin Resonance

Chapter 9 Group Theory

9.1 Groups

9.2 Multiplication Tables

9.3 Coordinate Transformations and Matrices

9.4 Representations

9.5 Character Tables

9.6 Basis Functions

9.7 Group Theory and Quantum Mechanics

9.8 Group Theory and Electronic Structure

9.9 Group Theory and Molecular Vibrations

9.10 Group Theory and Molecular Rotation

9.11 The Direct-Product Representation

9.12 Character Tables of Some Point Groups

Appendix

Bibliography

Answers to Selected Problems

Index