Thermal Physics

Summary
A text for upper undergraduate or first-year graduate course in physics. Also useful in the personal library of scientists and engineers. This text treats problems with varying degrees of sophistication, and with several complementary approaches, illustrating principles with specific problems rather than rigorous formalism. Problems are solved from the points of view of kinetic theory, statistical mechanics of closed systems, statistical mechanics of open systems, and thermodynamics. These approaches sometimes lead to the same results, and sometimes to results which vary in generality, rigor, and predictive power. Table of Introduction to kinetic theory; statistical mechanics; thermal equilibrium; diffusive equilibrium; work and heat; thermodynamics; transport; kinetic theory; low temperature physics; fluctuations, information and noise; semiconductors; cosmology; astrophysics. Problems. Appendix Handy integrals. Appendix Handy formulas.
Similar Books
-
-
Quantum Groups
by Christian Kassel
-
Introduction to Computational Fluid Dynamics
by Anil W. Date
-
The Quantum Mechanics Solver: How to Apply Quantum Theory to Modern Physics
by Jean-Louis Basdevant
-
Molecular Collision Theory
by M.S. Child
-
Acoustic Fields and Waves in Solids
by Bertram Alexander Auld
-
Quantum Electrodynamics With Unstable Vacuum
by V.L. Ginzburg
-
High-Order Methods for Computational Physics
by Timothy J. Barth
-
Electroweak Theory
by Emmanuel A. Paschos
-
White Noise Theory of Prediction, Filtering and Smoothing
by Gopinath Kallianpur
-
Explosive Instabilities in Mechanics
by Brian Straughan
-
-
Elementary Particle Physics
by Ian R. Kenyon
-
Electroweak Processes in External Electromagnetic Fields
by Alexander Kuznetsov
-
Acoustic Fields and Waves in Solids, 2 Vol. Set
by B.A. Auld
-
Surveys on Solution Methods for Inverse Problems
by David L. Colton
-
Classical theory of electric and magnetic fields
by Roland H. Good
-
The Energy Method, Stability, and Nonlinear Convection
by Brian Straughan
-
Directions in Mathematical Systems Theory and Optimization
by Anders Rantzer
-
Numerical "Particle-in-Cell" Methods: Theory and Applications
by Yu.N. Grigoryev
-
The Boundary Element Method for Groundwater Flow
by E.K. Bruch
-
Nonlinear Mechanics
by Demeter G. Fertis
-
Minimal Flows and Their Extensions (Volume 153)
by Joseph Auslander
-
Mathematical Modelling of Heat and Mass Transfer Processes
by V.G. Danilov