By Andrés Santos
This brief primer bargains non-specialist readers a concise, yet
comprehensive creation to the sphere of classical fluids – delivering both
fundamental info and a couple of chosen subject matters to bridge the gap
between the fundamentals and ongoing research.
In specific, hard-sphere structures symbolize a favourite playground in
statistical mechanics, either out and in of equilibrium, as they signify the
simplest versions of many-body structures of interacting debris, and at higher
temperature and densities they've got confirmed to be very worthwhile as reference
systems for genuine fluids. furthermore, their usefulness within the realm of soft
condensed topic has develop into more and more recognized – for example, the
effective interplay between (sterically stabilized) colloidal debris can be
to nearly completely fit the hard-sphere model.
These lecture notes current a quick, self-contained evaluation of
equilibrium statistical mechanics of classical fluids, with special
applications to either the structural and thermodynamic homes of systems
made of debris interacting through the hard-sphere strength or heavily related
model potentials. particularly it addresses the precise statistical-mechanical
properties of one-dimensional platforms, the problem of thermodynamic
(in)consistency between diversified routes within the context of a number of approximate
theories, and the development of analytical or semi-analytical approximations
for the structural properties.
Written pedagogically on the graduate point, with many figures, tables,
photographs, and guided end-of-chapter routines, this introductory text
benefits scholars and beginners to the sphere alike.
Read or Download A Concise Course on the Theory of Classical Liquids: Basics and Selected Topics (Lecture Notes in Physics) PDF
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Extra resources for A Concise Course on the Theory of Classical Liquids: Basics and Selected Topics (Lecture Notes in Physics)
A Concise Course on the Theory of Classical Liquids: Basics and Selected Topics (Lecture Notes in Physics) by Andrés Santos