Titlebook: Statistical Thermodynamics for Chemists and Biochemists; Arieh Ben-Naim Book 1992 Springer Science+Business Media New York 1992 dynamics.e

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One-Dimensional Models, may be tested on a 1-D system. The answers we obtain are sometimes also relevant to three-dimensional systems. Finally, the methods used to solve the 1-D partition functions are elegant and in themselves aesthetically satisfying.

笨拙處理

Simple Systems without Interactions,particle interactions. Lack of interaction usually implies independence of the particles. This, in turn, leads to a relatively easy solution for the PF of the system. A total lack of interactions never exists in real systems. Nevertheless, such idealized systems are interesting for two reasons. Firs

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鐵塔等

One-Dimensional Models,rs, proteins, and nucleic acids. Although all of these occupy three-dimensional space, their main properties are determined by the 1-D sequence of units and bonds. Second, these models are usually easily solvable. Therefore some general properties, theorems, conjectures, approximations, and the like

diathermy

Theory of Liquids,.g., ideal gases) or because the interactions took place between a small number of particles (Chapter 3) or because the system itself was simple (Chapter 4). From this chapter through the rest of the book we shall be dealing with nonsolvable systems. Liquids, even the simplest ones consisting of har

生氣地

Theory of Solutions,utions. We begin by generalizing some concepts and relationships from the theory of pure liquids and proceed with aspects that are specific to mixtures and solutions. The terms “mixture” and “solution” are used here almost synonymously. The latter is traditionally used when one component (the solute

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協(xié)定

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