Introduction to Statistical PhysicsCRC Press, 2009年9月21日 - 334 頁 Written by a world-renowned theoretical physicist, Introduction to Statistical Physics, Second Edition clarifies the properties of matter collectively in terms of the physical laws governing atomic motion. This second edition expands upon the original to include many additional exercises and more pedagogically oriented discussions that fully explai |
內容
| 1 | |
Chapter 2 Heat and Entropy | 15 |
Chapter 3 Using Thermodynamics | 33 |
Chapter 4 Phase Transitions | 47 |
Chapter 5 The Statistical Approach | 65 |
Chapter 6 MaxwellBoltzmann Distribution | 83 |
Chapter 7 Transport Phenomena | 99 |
Chapter 8 Canonical Ensemble | 111 |
Chapter 14 Quantum Statistics | 195 |
Chapter 15 Quantum Ensembles | 213 |
Chapter 16 The Fermi Gas | 225 |
Chapter 17 The Bose Gas | 237 |
Chapter 18 BoseEinstein Condensation | 251 |
Chapter 19 The Order Parameter | 265 |
Chapter 20 Superfluidity | 281 |
Chapter 21 Superconductivity | 293 |
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常見字詞
assume atoms average becomes Bose Brownian calculate called Chapter classical coefficient condition Consider constant contains corresponds critical cycle defined denote density depends derivatives described determined distribution effect electrons ensemble entropy equal Equation equilibrium example expansion external factor Fermi field Figure Find fixed fluctuations force free energy function given gives heat ideal gas illustrated independent initial integral internal limit liquid magnetic mass mean measure mechanics momentum motion obtain occupation parameter particles partition path phase photons potential pressure probability Problems properties quantity quantum quantum mechanics random relation represented reservoir respect result reversible Show shown side space specific statistics surface temperature theorem theory thermal thermodynamic transformation transition unit variables volume wave function zero