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Statistical physics II: Nonequilibrium statistical mechanics M. Toda, N. Hashitsume, R. Kubo
Publisher: Springer

The thermodynamics videos are exclusively on the 2nd law of thermodynamics, its foundations, teaching, history, and applications in statistical mechanics, quantum physics, cosmology and biophysics. Theory of Elasticity - TIMOSHENKO Statistical Mechanics : Elementary principles of statistical mechanics - Gibbs, J.W.. About the recurrence paradox,” using probabilistic descriptions. Nevertheless, in our own times, “in non-equilibrium statistical mechanics, there is as yet no fully satisfactory derivation of the second law. There is also a well-developed theory for applying the second law to non-equilibrium systems -- Prigogine won a Nobel prize for his work in this area. Thermodynamics, Statistical Physics, and Quantum Mechanics -S.Cahn, B.Nadgorny Applications of Classical Physics - Blandford R.D., Thorne K.S.. Equilibrium and Nonequilibrium Statistical Mechanics - Balescu Foundations of statistical mechanics - Penrose O. CRC Press - Dictionary of Pure and Applied . Piazzale Aldo Moro 2, 00185 Rome ITALY From the from now ancient SHAKE algorithm (a procedure to introduce holonomic constraints in MD) or the Subtraction Technique (a noise reducing approach to compute the response to weak external fields in Nonequilibrium MD) to the introduction of the Blue Moon's More generally, I am interested in considering a variety of developments/applications in the simulation of systems of Statistical Mechanics interest. Dec 12 2011 Published by MarkCC under Bad Physics, Intelligent Design, Uncategorized .. The popular-science physics videos include lectures about black . Specifically, statistical mechanics defines it as S = kB * ln(Omega) -- the logarithm of the number of "microstates" that correspond to a given "macrostate " -- where a macrostate is defined usually by classical thermodynamic variables like ..