Fundamentals Of Statistical And Thermal Physics

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All macroscopic units consist ultimately of atoms obeying the regulations of quantum mechanics. That premise forms the basis for this comprehensive message, intfinished for an initial upper-level course in statistical and thermal physics. Reif emphasizes that the combicountry of microscopic principles through some statistical postulates leads easily to conclusions on a pudepend macroscopic level. The author’s writing style and penchant for description energize interest in condensed issue physics and also carry out a conceptual grounding with indevelopment that is crystal clear and also memorable.Reif first introduces standard probability ideas and statistical methods offered throughout every one of physics. Statistical principles are then applied to systems of pwrite-ups in equilibrium to improve an understanding of the basic notions of statistical mechanics, from which derive the pucount macroscopic general statements of thermodynamics. Next off, he transforms to the more complex equilibrium cases, such as phase revolutions and also quantum gases, before pointing out nonequilibrium situations in which he treats carry concept and dilute gases at differing levels of sophistication. In the last chapter, he addresses some general questions involving irreversible procedures and also fluctuations.A large amount of material is presented to facilitate students’ later access to even more progressed works, to allow those via better levels of curiosity to check out past the minimum offered on a topic, and to enhance expertise by presenting a number of ways of looking at a certain question. Formatting within the text either signals product that instructors can asauthorize at their very own discretion or highlights crucial outcomes for easy reference to them. In addition, by addressing many kind of of the 230 problems included in the text, students activate and also embed their knowledge of the subject issue.
“ also has actually done a fine job in reissuing this classic text. Especially valuable for instructors is the disc with Knacke’s options to Reif’s homeoccupational troubles.” — Bernard Weinstein, SUNY Buffalo“This is a wonderful textbook that is pedagogically sound and provides a gentle arrival to statistical reasoning in thermodynamics and statistical mechanics. The introduction of the microscopic method to appreciate thermodynamics is noteworthy. The textbook will adequately serve both undergraduates and start graduate students.” — Dilip Asthagiri, Johns Hopkins University
1. Introduction to Statistical MethodsRandom Walk and also Binomial Distribution / General Discussion of the Random Walk2. Statistical Description of Solution of ParticlesStatistical Formulation of the Mechanical Problem / Interaction between Macroscopic Systems3. Statistical ThermodynamicsIrreversibility and the Attainment of Equilibrium / Thermal Interaction between Macroscopic Equipment / General Interactivity in between Macroscopic Solution / Summary of Fundamental Results4. Macroscopic Parameters and Their Measurement5. Simple Applications of Macroscopic ThermodynamicsProperties of Ideal Gases / General Relations for a Homogeneous Substance / Free Expansion and Throttling Processes / Heat Engines and Refrigerators6. Basic Methods and Results of Statistical MechanicsEnsembles Representative of Situations of Physical Interemainder / Approximation Methods / Generalizations and Alterindigenous Approaches7. Simple Applications of Statistical MechanicsGeneral Method of Approach / Ideal Monatomic Gas / The Equipartition Theorem / Paramagnetism / Kinetic Theory of Dilute Gases in Equilibrium8. Equilibrium between Phases or Chemical SpeciesGeneral Equilibrium Conditions / Equilibrium between Phases / Systems with Several Components; Chemical Equilibrium9. Quantum Statistics of Ideal GasesMaxwell-Boltzmann, Bose-Einstein, and Fermi-Dirac Statistics / Ideal Gas in the Classical Limit / Black-Body Radiation / Conduction Electrons in Metals10. Systems of Interacting ParticlesSolids / Nonideal Classical Gas / Ferromagnetism11. Magnetism and Low Temperatures12. Elementary Kinetic Theory of Transport Processes13. Transport Theory Using the Relaxation Time Approximation14. Near-Exact Formulation of Transport Theory15. Irreversible Processes and also FluctuationsTransition Probabilities and Master Equation / Simple Discussion of Brownian Motion / Detailed Analysis of Brownian Motion / Calculation of Probability Distributions / Fourier Analysis of Random Functions / General Discussion of Irreversible Processes