Statistical Mechanics.

By: R.K. PathiraContributor(s): Paul D. BealeMaterial type: TextTextLanguage: ENG. Publication details: New Delhi . : Elsevier, 2014Edition: 3rd edDescription: xxvi;718p. PAPER BACK 24 x 18 cmISBN: 9789380931890Subject(s): Statistical MechanicDDC classification: 530.13
Contents:
CONTENTS: Preface to the third edition Preface to the second edition Preface to the first edition Historical introduction 1. The statistical basic of thermodynamics 2. Elements of ensemble theory 3. The canonical ensemble 4. The grand canonical ensemble 5. Formulation of quantum statistics 6. The theory of simple gases 7. Ideal Bose systems 8. Ideal Fermi systems 9. Thermodynamics of the early universe 10. Statistical mechanics of interacting systems: the method of cluster expansion 11. Statistical mechanics of interacting systems: the method of quantized fields 12. Phase transitions: criticality, universality and scaling 13. Phase transitions: exact results for various models 14. Phase transitions: the renormalization group approach 15. Fluctuations and nonequilibrium statistical mechanics 16. Computer simulations Appendices Bibliography Index
Summary: Statistic, mechanics.
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Reference Reference ADBU Azara Campus Library
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ADBU Azara Campus Library
Reference
Reference 530.13 PAT (Browse shelf(Opens below)) 1 Not For Loan Placed in Reference Stacks 14531
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ADBU Azara Campus Library
General Stacks
Non-fiction 530.13 PAT (Browse shelf(Opens below)) 2 Available Placed in Physics Stacks 14532
Reference Reference ADBU Tapesia Campus Library
Physics
ADBU Tapesia Campus Library
Physics
Reference 530.13 PAT (Browse shelf(Opens below)) 3 Not For Loan Placed in Tapesia Library U3078
Books Books ADBU Tapesia Campus Library
Physics
ADBU Tapesia Campus Library
Physics
Non-fiction 530.13 PAT (Browse shelf(Opens below)) 4 Available Placed in Tapesia Library U3079

Physics

CONTENTS:
Preface to the third edition
Preface to the second edition
Preface to the first edition
Historical introduction
1. The statistical basic of thermodynamics
2. Elements of ensemble theory
3. The canonical ensemble
4. The grand canonical ensemble
5. Formulation of quantum statistics
6. The theory of simple gases
7. Ideal Bose systems
8. Ideal Fermi systems
9. Thermodynamics of the early universe
10. Statistical mechanics of interacting systems: the method of cluster expansion
11. Statistical mechanics of interacting systems: the method of quantized fields
12. Phase transitions: criticality, universality and scaling
13. Phase transitions: exact results for various models
14. Phase transitions: the renormalization group approach
15. Fluctuations and nonequilibrium statistical mechanics
16. Computer simulations

Appendices
Bibliography
Index

Statistic, mechanics.

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