Thermodynamics of non-equilibrium processes is a comparatively new area of thermodynamics. Traditionally this discipline is taught only to chemistry students who have a very strong background in physics. The author of the present book has adapted his course of thermodynamics of non-equilibrium processes so that the subject can be treated in terms understandable to any chemist with a formal physicochemical education in the fields of classical thermodynamics of equilibrium processes and traditional chemical kinetics. The discipline combines thermodynamics and chemical kinetics and is helpful to researchers engaged in studying complex chemical transformations, in particular, catalytic transformations. For example, important concepts for such studies are conditions of kinetic irreversibility of complex stepwise stoichiometric reactions, rate-determining and rate-limiting stages, etc. In traditional chemical kinetics these concepts are not very clear and tend to be "concealed" in courses. Fortunately, these concepts appear to be consistently and properly defined in terms of thermodynamics of non-equilibrium processes. The present book is the synopsis of lectures on thermodynamics of non-equilibrium processes and a particular course on thermodynamics of operating catalysts. Applies simple approaches of non-equilibrium thermodynamics to analyzing properties of chemically reactive systems Covers systems far from equilibrium, allowing the consideration of most chemically reactive systems of a chemical or biological nature. This approach resolves many complicated problems in the teaching of chemical kinetics.

Includes bibliographical references and index.

Description of systems in thermodynamics of non-equilibrium processes -- Thermodynamics of systems close to equilibrium (Non-equilibrium linear thermodynamics) -- Thermodynamics of systems far from equilibrium (Nonlinear nonequilibrium thermodynamics) -- Catalytic processes and thermodynamics of operating catalyst -- Application of non-equilibrium thermodynamics to material science -- Entropy and information.

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