Statistical Mechanics.

By: Pathria, R. KContributor(s): Beale, Paul DMaterial type: TextTextSeries: Statistical MechanicsPublisher: Amsterdam ; Boston : Elsevier/Academic Press, 2011Edition: 3rd ed. / R.K. Pathria, Paul D. BealeDescription: xxvi, 718 p. : ill. ; 24 cmISBN: 9780123821881 (pbk.)Subject(s): Statistical mechanicsDDC classification: 530.13 LOC classification: QC174.8 | .P38 2011Online resources: Table of contents only
Contents:
The statistical basis of thermodynamics -- Elements of the ensemble theory -- The canonical ensemble -- The grand canonical ensemble -- Formulation of quantum statistics -- The theory of simple gases -- Ideal Bose systems -- Ideal Fermi systems -- Thermodynamics of the early universe -- Statistical mechanics of interacting systems : the method of cluster expansions -- Statistical mechanics of interacting systems : the method of quantized fields -- Phase transitions : criticality, universality, and scaling -- Phase transitions : exact (or almost exact) results for models -- Phase transitions : the renormalization group approach -- Fluctuations and nonequilibrium statistical mechanics -- Computer simulations.
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Item type Current location Home library Shelving location Call number Status Date due Barcode Item holds
Book Book School of Natural Sciences (SNS)
School of Natural Sciences (SNS)
General Stacks 530.13 PAT (Browse shelf) Available SNS0003168
Book Book School of Natural Sciences (SNS)
School of Natural Sciences (SNS)
General Stacks 530.13 PAT (Browse shelf) Available SNS0003167
Book Book School of Natural Sciences (SNS)
School of Natural Sciences (SNS)
General Stacks 530.13 PAT (Browse shelf) Available SNS0003166
Total holds: 0

Includes bibliographical references (p. 687-705) and index.

The statistical basis of thermodynamics -- Elements of the ensemble theory -- The canonical ensemble -- The grand canonical ensemble -- Formulation of quantum statistics -- The theory of simple gases -- Ideal Bose systems -- Ideal Fermi systems -- Thermodynamics of the early universe -- Statistical mechanics of interacting systems : the method of cluster expansions -- Statistical mechanics of interacting systems : the method of quantized fields -- Phase transitions : criticality, universality, and scaling -- Phase transitions : exact (or almost exact) results for models -- Phase transitions : the renormalization group approach -- Fluctuations and nonequilibrium statistical mechanics -- Computer simulations.

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