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This is the first unified treatment of the properties of thermodynamically open and closed systems. It provides the theory and methodology that are necessary to understand nonlinear processes. The section on Classical Systems covers topics ranging from the evolution of probability to open and closed systems and non-Hamiltonian systems. The concluding section on Quantum Systems is equally detailed, treating the evolution of quantum systems, c-number fluctuations and operator fluctuations. The material covered is applicable to weather systems, ocean currents, dye lasers and many other nonequilibrium systems. The text is also suitable for students in graduate course. Numerous physical chemical examples facilitate self-study.
K. Lindenberg and B. J. West are the authors of The Nonequilibrium Statistical Mechanics of Open and Closed Systems, published by Wiley.
Chapter 1 Introduction 1PART I Classical Systems Chapter 2 Evolution of Probability 18Chapter 3 Open Systems 54Chapter 4 Closed Systems (Hamiltonian Systems) 176Chapter 5 Reduced Discriptions of Non-Hamiltonian Systems 233PART II Quantum Systems Chapter 6 Evolution of Quantum Systems 281Chapter 7 Open Systems (c-Number Fluctuations) 291Chapter 8 Closed Quantum Systems (Operator Fluctuations) 325References 418Author Index 433Subject index 440