- Series
- Addison-Wesley
- Author
- Ashley H. Carter
- Publisher
- Pearson
- Cover
- Softcover
- Edition
- 1
- Language
- English
- Total pages
- 432
- Pub.-date
- May 2000
- ISBN13
- 9780137792085
- ISBN
- 0137792085
- Related Titles

ISBN | Product | Product | Price CHF | Available | |
---|---|---|---|---|---|

Classical and Statistical Thermodynamics |
9780137792085 Classical and Statistical Thermodynamics |
209.30 | approx. 7-9 days |

**For a one-semester upper-level undergraduate course in Thermal Physics or Thermodynamics.**

This book provides a solid introduction to the classical and statistical theories of thermodynamics.

**Uniquely comprehensive introduction to both the classical and statistical theories of thermodynamics.**Clear, highly readable text, well-matched to students' level. Ex.___

**Thorough, yet concise treatment of the phenomenological foundation of thermal physics**.Enables students to develop a genuine understanding of the fundamental concepts of the theory. Ex.___

**Discussion of the kinetic theory of gases, representing the transition between classical and statistical thermodynamics.**Introduces the molecular basis of the thermal properties of gases. Ex.___

Includes transport processes, of special interest to engineering students. Ex.___

**A carefully considered presentation of statistical theory**that does not presuppose exposure to courses in statistics and quantum mechanics.Gives an accessible elucidation of the distribution functions for both classical and quantum gases. Ex.___

**A solid, modern treatment of the thermodynamics of magnetism included.**Emphasizes the unique properties of the paramagnetic materials, maintaining both rigor and clarity. Ex.___

**Up-to-date examples of applications of the statistical theory.**Informs students of recent research topics such as laser cooling, Bose-Einstein condensation, and white dwarf stars. Ex.___

**Chapter on the connection between thermodynamics and information theory, seldom found in undergraduate texts.**Enriches the reader's comprehension of entropy and the second law. Ex.___

(NOTE: *Each chapter concludes with Problems.*)**1. The Nature of Thermodynamics.**

Introduction. Equation of State of an Ideal Gas. Van der Waals' Equation for a Real Gas.

Configuration Work. Dissipative Work. Adiabatic Work and Internal Energy. Heat. Units of Heat. The Mechanical Equivalent of Heat. Summary of the First Law. Some Calculations of Work.

Heat Capacity. Mayer's Equation. Enthalpy and hats of Transformation. Relationships Involving Enthalpy. Comparison of

The Gay-Lussac-Joule Experiment. The Joule-Thomson Experiment. Heat Engines and the Carnot Cycle.

Introduction. The Mathematical Concept of Entropy. Irreversible Processes. Carnot's Theorem. The Clausius Inequality and the Second Law. Entropy and Available Energy. Absolute Temperature. Combined First and Second Laws.

Entropy Changes in Reversible Processes. Temperature-Entropy Diagrams. Entropy Change of the Surroundings for a Reversible Process. Entropy Change for an Ideal Gas. The

Introduction. The Legendre Transformation. Definition of the Thermodynamic Potentials. The Maxwell Relations. The Helmholtz Function. The Gibbs Function. Application of the Gibbs Function to Phase Transitions. An Application of the Maxwell Relations. Conditions of Stable Equilibrium.

The Chemical Potential. Phase Equilibrium. The Gibbs Phase Rule. Chemical Recessions. Mixing Processes.

Statements of the Third Law. Methods of Cooling. Equivalence of the Statements. Consequences of the Third Law.

Basic Assumptions. Molecular Flux. Gas Pressure and the Ideal Gas Law. Equipartition of Energy. Specific Heat Capacity of an Ideal Gas. Distribution of Molecular Speeds. Mean Free Path and Collision Frequency. Effusion. Transport Processes.

Introduction. Coin-Tossing Experiment. Assembly of Distinguishable Particles. Thermodynamic Probability and Entropy. Quantum States and Energy Levels. Density of Quantum States.

Bloltzmann Statistics. The Method of Lagrange Multipliers. The Boltzmann Distribution. The Fermi-Dirac Distribution. The Bose-Einstein Distribution. Dilute Gases and the Maxwell-Boltzmann Distribution. The Connection between Classical and Statistical Thermodynamics. Comparison of the Distributions. Alternative Statistical Models.

Thermodynamic Properties from the Partition Function. Partition Function for a Gas. Properties of a Monatomic Ideal Gas. Applicability of the Maxwell-Boltzmann Distribution. Distribution of Molecular Speeds. Equipartition of Energy. Entropy Change of Mixing Revisited. Maxwell's Demon.

Introduction. The Quantified Linear Oscillator. Vibrational Modes of Diatomic Molecules. Rotational Modes of Diatomic Molecules. Electronic Excitation. The Total Heat Capacity.

Introduction. Einstein's Theory of the Heat Capacity of a Solid. Debye's Theory of the Heat Capacity of a Solid.

Introduction. Paramagnetism. Properties of a Spin-1/2 Paramagnet. Adiabatic Demagnetization. NegativeTemperature. Ferromagnetism.

Blackbody Radiation. Properties of a Photon Gas. Bose-Einstein Condensation. Properties of a Boson Gas. Application to Liquid Helium.

The Fermi Energy. The Calculation of …m(T). Free Electrons in a Metal. Properties of a Fermion Gas. Application to White Dwarf Stars.

Introduction. Uncertainty and Information. Unit of Information. Maximum Entropy. The Connection to Statistical Thermodynamics. Information Theory and the Laws of Thermodynamics. Maxwell's Demon Exorcised.

Partial Derivatives. Exact and Inexact Differentials.