Chapter 1 The Old Quantum Theory

   1.1 Classical Physics

   1.2 Thermodynamics and Statistical Physics

   1.3 Atomic Physics

   1.4 Wave Particle Duality

Chapter 2 The Schrodinger Equation

   2.1 The Interpretation of the Wave Function

   2.2 The principle of the superposition state

   2.3 Average value of dynamics quantity and Differential Operators

   2.4 Schrodinger Equation

   2.5 Time-independent Schrodinger Equation

   2.6 The Heisenberg Uncertainty Relation

Chapter 3 The one-dimensional time-independent Schrodinger equation

   3.1 The One-dimensional Square Well Potential

   3.2 The One-Dimensional Harmonic Oscillator

   3.3 The Finite Square Barrier

Chapter 4 Dirac Notation and Operator Techniques

   4.1 The Operation Rules of Operator

   4.2 The Momentum Operators and The Angular Momentum Operators

   4.3 The Eigenvalues and Eigenfunctions of Hermition Operation

   4.4 The Relation between Operation and Dynamical Quantities

   4.5 Dirac Notation

Chapter 5 The Schrodinger equation in three dimensions

   5.1 The Schrodinger Equation with a Central Potential

   5.2 Hydrogen atom

Chapter 6 Approximation methods

   6.1 Approximation theory

   6.2 The first order correction of wave function and energy

   6.3 The second order energy correction

   6.4 The conditions of approximation theory