1. Introduction; 2. Elements of statistical analysis; 3. Fluctuations in electric circuits; 4. The fluctuation-dissipation theorem; 5. The Kramers–Kronig relation; 6. Brownian motion; 7. Random walk; 8. Density fluctuations in gases; 9. A reference model; 10. Markov processes; 11. Diffusion of particles; 12. Thermal fluctuations in a diode; 13. Fermi-acceleration; Appendix A. The binomial distribution; Appendix B. The Poisson distribution; Appendix C. The gaussian distribution; Appendix D. Dirac's d-function; Appendix E. Physical constants; Appendix F. The MKSA-units.
This book provides an introduction to applied statistical mechanics by considering physically realistic models.
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