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Statistical Mechanics: Theory and Molecular Simulation

已有 5025 次阅读 2015-9-25 15:32 |个人分类:理论基础|系统分类:科研笔记



Statistical MechanicsTheory and Molecular SimulationMark TuckermanOxford Graduate Texts


  • To request a copy of the Solutions Manual, visit:

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该书的课件如下:

http://www.nyu.edu/classes/tuckerman/stat.mech/

 

 Lecture 1 -- Classical microstates, Newtonian, Lagrangian and Hamiltonian mechanics, ensemble concept.

 Lecture 2 -- Liouville's Theorem, non-Hamiltonian systems, the microcanonical ensemble

 Lecture 3 -- Thermal equilibrium; the arrow of time.

 Lecture 4 -- Classical virial theorem; Legendre transforms; the canonical ensemble.

 Lecture 5 -- Estimators, energy fluctuations, the isothermal-isobaric ensemble

 Lecture 6 -- The classical ideal gas

 Lecture 7 -- The grand canonical ensemble

 Lecture 8 -- Structure and distribution functions in classical liquids and gases

 Lecture 9 -- Distribution functions in classical liquids and gases (cont'd)

 Lecture 10 -- Distribution functions and perturbation theory

 Lecture 11 -- Reaction coordinates and free energy profiles

 Lecture 12 -- Review of the postulates of quantum mechanics

 Lecture 13 -- Basic principles of quantum statistical mechanics

 Lecture 14 -- The path integral formulation of quantum statistical mechanics

 Lecture 15 -- The path integral formulation (cont'd) -- functional integrals

 Lecture 16 -- Expansion about the classical path and the saddle-point approximation

 Lecture 17 -- Expectation values and thermodynamics from path integrals.

 Lecture 18 -- The quantum ideal gases -- general formulation

 Lecture 19 -- The ideal fermion gas

 Lecture 20 -- The ideal boson gas

 Lecture 21 -- Classical linear response theory, time correlation functions and transport coefficients.

 Lecture 22 -- Absorption/emission spectra and quantum time correlation functions.

 Lecture 23 -- Quantum linear response theory.

 Lecture 24 -- The generalized Langevin equation and vibrational dephasing.

 Lecture 25 -- Overview of critical phenomena; the Ising model.

 Lecture 26 -- Mean field theory and exact solution of the Ising model.

 Lecture 27 -- Introduction to the renormalization group and scaling.

 Lecture 28 -- Linearized RG theory, universality, and scaling relations.

Download lectures in PDF form


还有高级课程:

 Lecture 1 -- Classical microstates, Newtonian, Lagrangian and Hamiltonian mechanics

       HTML       PDF

 Lecture 2 -- Liouville's Theorem, non-Hamiltonian systems, the microcanonical ensemble

       HTML       PDF

 Lecture 3 -- Classical virial theorem; Legendre transforms; the canonical ensemble

       HTML       PDF

 Lecture 4 -- Estimators, energy fluctuations, the isothermal-isobaric ensemble

       HTML       PDF

 Lecture 5 -- The grand canonical ensemble

       HTML       PDF

 Lecture 6 -- Characterizing the structure of liquids

       HTML       PDF

 Lecture 7 -- Distribution function theory

       HTML       PDF

 Lecture 8 -- Perturbation theory and the van der Waals equation

       HTML       PDF

 Lecture 9 -- Free-energy calculations

       HTML       PDF

 Lecture 10 -- Postulates of Quantum Mechanics

       HTML       PDF

 Lecture 11 -- Fundamentals of quantum statistical mechanics

       HTML       PDF

 Lecture 12 -- Discretized and continuous path integrals

       HTML       PDF

 Lecture 13 -- Expansion about the classical path and stationary phase

       HTML       PDF

 Lecture 14 -- Calculation of observables from path integrals

       HTML       PDF

 Lecture 15 -- Classical linear response theory

       HTML       PDF

 Lecture 16 -- Quantum time-dependent perturbation theory

       HTML       PDF

 Lecture 17 -- Calculation of spectra from perturbation theory

       HTML       PDF

 Lecture 18 -- Quantum linear response theory

       HTML       PDF

 Lecture 19 -- The Langevin and Generalized Langevin equations

       HTML       PDF




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