000 02371 a2200241 4500
008 240929b |||||||| |||| 00| 0 eng d
020 _a9783031543128
082 _a536.7 RAV
100 _aPuri, Ravinder R.
245 _aModern thermodynamics and statistical mechanics: a comprehensive foundation
260 _aCham, Switzerland:
_bSpringer,
_c2024.
300 _axvi, 399p.:
_bill.; pbk.:
_c23cm.
440 _aUndergraduate Lecture Notes in Physics.
504 _aIncludes bibliography and index.
520 _aThis undergraduate-level textbook offers a unique and in-depth approach to the study of thermodynamics and statistical mechanics. It covers the fundamentals of thermodynamics using both traditional and postulatory approaches, including origin of the concept of thermodynamic entropy, Euler’s equation, Gibbs-Duhem relations, stability of equilibrium, and the concept of thermodynamic potentials, and that of independent thermodynamic observables. The book then delves into the microscopic foundation of thermodynamics, starting with the kinetic theory and highlighting its historical development. Boltzmann's concept of entropy is explored, along with its applications in deriving Planck’s, Bose’s, Bose-Einstein, and Fermi-Dirac distribution functions. The formal structure of classical and quantum statistical mechanics is built based on the concept of statistical entropy and the maximum entropy principle and used to investigate in detail the thermodynamic properties of ideal classical and quantum systems. The book also covers phase transitions, simple theory of critical phenomena, and the theory of interacting van der Waals gases. Throughout the text, the book provides historical context, enriching the reader's understanding. This textbook is a valuable resource for undergraduate physics students, offering comprehensive coverage, including overlooked topics, and a historical perspective on thermodynamics and statistical mechanics. https://link.springer.com/book/10.1007/978-3-031-54310-4
650 _aEntropic Stability
650 _aUndergraduate Thermodynamics Textbook
650 _aQuantum Black Body Law
650 _aCombinatorics Methods for Entropy Evaluation
650 _aThermodynamics of Non-Interacting Classical and Quantum Gases
650 _aEnsembles and Maximum Entropy Principle
942 _cTD
_2ddc
999 _c61040
_d61040