Thermodynamics, Gibbs Method and Statistical Physics of Electron Gases (Springer Series on Atomic, Optical, and Plasma Physics)

Thermodynamics, Gibbs Method and Statistical Physics of Electron Gases (Springer Series on Atomic, Optical, and Plasma Physics)

by Bahram M . Askerov (Author), SophiaFigarova (Author)

Synopsis

Thermodynamicsandstatisticalphysicsstudythephysicalproperties(mec- nical, thermal, magnetic, optical, electrical, etc.) of the macroscopic system. The tasks and objects of study in thermodynamics and statistical physics are identical. However,the methods of investigationinto macroscopicsystems are di?erent. Thermodynamics is a phenomenological theory. It studies the properties of bodies, without going into the mechanism of phenomena, i.e., not taking into consideration the relation between the internal structure of substance and phenomena, it generalizes experimental results. As a result of such a g- eralization, postulates and laws of thermodynamics made their appearance. These laws make it possible to ?nd general relations between the di?erent properties of macroscopic systems and the physical events occurring in them. Statisticalphysicsisa microscopic theory.Onthebasisoftheknowledgeof the type of particles a system consists of, the nature of their interaction, and thelawsofmotionoftheseparticlesissuingfromtheconstructionofsubstance, it explains the properties being observedon experiment, and predicts the new properties of systems. Using the laws of classical or quantum mechanics, and alsothe theoryofprobability,itestablishesqualitativelynewstatistical app- priatenesses of the physical properties of macroscopic systems, substantiates the laws of thermodynamics, determines the limits of their applicability, gives the statistical interpretation of thermodynamic parameters, and also works out methods of calculations of their means. The Gibbs method is based on statisticalphysics.Thismethodis themostcanonical.Therefore,inthis book, the exposition of the Gibbs method takes an important place.

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More Information

Format: Hardcover
Pages: 374
Edition: 1st Edition.
Publisher: Springer
Published: 05 Mar 2010

ISBN 10: 3642031706
ISBN 13: 9783642031700