Titlebook: Statistical Mechanics of Lattice Systems; Volume 2: Exact, Ser David A. Lavis,George M. Bell Textbook 1999 Springer-Verlag Berlin Heidelber

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1864-5879 although related, of course..Includes supplementary materiaMost of the interesting and difficult problems in statistical mechanics arise when the constituent particles of the system interact with each other with pair or multipartiele energies. The types of behaviour which occur in systems because o

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Dimer Assemblies,1970) and Bell (1972) (see Volume 1, Sect. 7.5) directional bonding can be included. One way to modify this type of lattice fluid model is to introduce an infinite repulsion between microsystems extending as far as a certain range of neighbours; such models are called .. The hard-square and hard-hexagon models (see Sect. 4.8) are of this type.

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Thermodynamics and Statistical Mechanics,Here we give a brief review and introduce the . of thermodynamics, which is useful for scaling theory and the renormalization group. For other presentations of thermodynamics the reader is referred to Pippard (1967), ter Haar and Wergeland (1966) or Landsberg (1978) and of statistical mechanics to H

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Phase Transitions and Scaling Theory,the spatial configurations of one or more kinds of microsystems or it may be in the orientations or conformations of the microsystems themselves. (See Ziman (1979) for a discussion of the wide variety of possible types of order.) In the case of the vapour (gas), liquid and solid phases of, for examp

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