1. Transport Phenomenon and Maxwell’s Relations 
Introduction
1.1 Mean free path
1.2 Transport phenomenon
1.2.1 Viscosity
1.2.2 Thermal conductivity
1.2.3 Diffusion
1.3 Thermodynamic functions
1.3.1 Internal Energy
1.3.2 Enthalpy
1.3.3 Helmholtz function
1.3.4 Gibb’s function
1.4 Derivation of Maxwell Relations
1.5 Specific heat and latent heat equations
1.6 Joule Thomson effect (Throttling process)
1.7 Problems

2. Elementary Concepts of Statistics 
Introduction
2.1 Probability
2.2 Distribution functions
2.3 Random Walk and Binomial distribution
2.4 Simple random walk problem
2.5 Calculation of mean values
2.6 Probability distribution for large-scale N
2.7 Gaussian probability distributions

3. Statistical Distribution of System of Particles and Ensembles 
Introduction
3.1 Specification of the State of System
3.1.1 Macrostate and Microstate
3.1.2 Phase Space
3.2 Statistical Ensemble
3.3 Basic Postulates of Statistical Mechanics
3.4 Probability Calculations
3.5 Behaviour of Density of State of a System
3.6 Thermal, Mechanical and General Interactions
3.6.1 Thermal Interaction
3.6.2 Mechanical Interaction
3.6.3 General Interaction
3.7 Types of Statistical Ensemble
3.7.1 Microcanonical Ensemble (Isolated System)
3.7.2 Canonical Ensembles
3.8 Simple Application of Canonical Ensemble
3.8.1 Paramagnetism
3.8.2 Molecule in an Ideal Gas
3.9 Calculation of Mean Values in a Canonical Ensemble
3.9.1 Mean Energy Ē
3.9.2 Mean Square Energy (E2)
3.9.3 Mean Square Deviation or Dispersion (∆E2)

4. Introduction to Quantum Statistics 
4.1 Introduction
4.2 Quantum Distribution Function
4.3 Maxwell-Boltzmann Statistics
4.4 Bose-Einstein Statistics
4.4.1 Planck’s Radiation Law
4.5 Fermi-Dirac Statistics
4.6 Comparison of the distributions
4.7 Solved Problems