This book is divided into two parts: equilibrium statistical mechanics and near equilibrium statistical mechanics. The equilibrium statistical mechanics part covers 10 chapters, with contents involving classical description of micro-movement, most probable distribution, Boltzmann distribution and equilibrium distribution, partition functions of flat promoter and harmonic oscillator, molecular partition function, entropy, Helmholtz free energy, Gibbs free energy, equilibrium constants, absolute entropy, etc. The near equilibrium statistical mechanics part consists of 9 chapters, with contents covering introduction of non-equilibrium statistical mechanics, continuum mechanics, irreversible thermodynamics, correlation function, classical statistical ensemble theory, Boltzmann theory, transport properties, Zwanzig-Mori projection operator theory, Green-Kubo linear response theory and methods of statistical mechanics probability theory, etc.
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