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Statistical physics of condensed matter systems : a primer / Luciano Colombo.

By: Colombo, Luciano, 1960- [author.].
Contributor(s): Institute of Physics (Great Britain) [publisher.].
Material type: materialTypeLabelBookSeries: IOP (Series)Release 22: ; IOP ebooks2022 collection: Publisher: Bristol [England] (Temple Circus, Temple Way, Bristol BS1 6HG, UK) : IOP Publishing, [2022]Description: 1 online resource (various pagings) : illustrations (some color).Content type: text Media type: electronic Carrier type: online resourceISBN: 9780750322683; 9780750322690.Subject(s): Statistical physics | Condensed matter | Condensed matter physics (liquid state & solid state physics) | SCIENCE / Physics / Condensed MatterAdditional physical formats: Print version:: No titleDDC classification: 530.13 Online resources: Click here to access online Also available in print.
Contents:
Introduction to: Statistical physics of condensed matter systems : a primer -- part I. Classical statistical physics. 1. The statistical description of a classical system -- 1.1. Basic concepts -- 1.2. Equilibrium distribution probability -- 1.3. The Boltzmann distribution law -- 1.4. A statistical definition of temperature -- 1.5. Calculating ensemble averages -- 1.6. Entropy -- 1.7. The ideal monoatomic gas -- 1.8. On the statistical concept of irreversible process
2. Thermal properties of classical gases -- 2.1. Thermal properties of polyatomic ideal gases -- 2.2. Real gases -- 2.3. Thermal properties under the action of an external field
part II. Quantum statistical physics. 3. The statistical description of a quantum system -- 3.1. Basic concepts -- 3.2. Fermi-Dirac statistics -- 3.3. Bose-Einstein statistics -- 3.4. Quantum statistics revisited
4. Thermal properties of quantum gases -- 4.1. The electron gas -- 4.2. The phonon gas
5. Other quantum systems and phenomena -- 5.1. The photon gas -- 5.2. The quantum ideal gas -- 5.3. The Bose-Einstein condensation
part III. Concluding remarks. 6. What is missing in this 'primer'
part IV. Appendices. Appendix A. Mathematical tools -- Appendix B. Gibbs entropy -- Appendix C. Thermodynamic potentials -- Appendix D. Calculating the grand partition function of a real gas -- Appendix E. Fermi-Dirac distribution law : a phenomenological derivation -- Appendix F. The conceptual framework for solid-state physics -- Appendix G. Bose-Einstein distribution law : a phenomenological derivation -- Appendix H. Density of states of the blackbody radiation.
Abstract: This Primer focusses on the statistical physics of classical and quantum systems. The course text explores the three cornerstones of statistical physics which include the Boltzmann, Fermi-Dirac, and Bose-Einstein distribution laws.
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"Version: 20221201"--Title page verso.

Includes bibliographical references.

Introduction to: Statistical physics of condensed matter systems : a primer -- part I. Classical statistical physics. 1. The statistical description of a classical system -- 1.1. Basic concepts -- 1.2. Equilibrium distribution probability -- 1.3. The Boltzmann distribution law -- 1.4. A statistical definition of temperature -- 1.5. Calculating ensemble averages -- 1.6. Entropy -- 1.7. The ideal monoatomic gas -- 1.8. On the statistical concept of irreversible process

2. Thermal properties of classical gases -- 2.1. Thermal properties of polyatomic ideal gases -- 2.2. Real gases -- 2.3. Thermal properties under the action of an external field

part II. Quantum statistical physics. 3. The statistical description of a quantum system -- 3.1. Basic concepts -- 3.2. Fermi-Dirac statistics -- 3.3. Bose-Einstein statistics -- 3.4. Quantum statistics revisited

4. Thermal properties of quantum gases -- 4.1. The electron gas -- 4.2. The phonon gas

5. Other quantum systems and phenomena -- 5.1. The photon gas -- 5.2. The quantum ideal gas -- 5.3. The Bose-Einstein condensation

part III. Concluding remarks. 6. What is missing in this 'primer'

part IV. Appendices. Appendix A. Mathematical tools -- Appendix B. Gibbs entropy -- Appendix C. Thermodynamic potentials -- Appendix D. Calculating the grand partition function of a real gas -- Appendix E. Fermi-Dirac distribution law : a phenomenological derivation -- Appendix F. The conceptual framework for solid-state physics -- Appendix G. Bose-Einstein distribution law : a phenomenological derivation -- Appendix H. Density of states of the blackbody radiation.

This Primer focusses on the statistical physics of classical and quantum systems. The course text explores the three cornerstones of statistical physics which include the Boltzmann, Fermi-Dirac, and Bose-Einstein distribution laws.

Undergraduates on physics, materials science, chemistry and engineering courses.

Also available in print.

Mode of access: World Wide Web.

System requirements: Adobe Acrobat Reader, EPUB reader, or Kindle reader.

Luciano Colombo is a professor of theoretical condensed matter physics at the University of Cagliari and fellow of the Istituto Lombardo Accademia di Scienze e Lettere.

Title from PDF title page (viewed on December 5, 2022).

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