An Introduction to Statistical ThermodynamicsPart I deals with principles of quantum statistical mechanics. Part II examines systems composed of independent molecules or other independent subsystems. Part III considers systems of interacting molecules, and Part IV covers quantum statistics and includes sections on Fermi-Dirac and Bose-Einstein statistics, photon gas, and free-volume theories of quantum liquids. |
What people are saying - Write a review
User Review - Flag as inappropriate
chapter7
User Review - Flag as inappropriate
Interfacial Tension
Contents
II | 1 |
III | 2 |
IV | 6 |
V | 12 |
VI | 20 |
VII | 26 |
VIII | 30 |
IX | 33 |
LXVIII | 233 |
LXIX | 235 |
LXXI | 241 |
LXXII | 242 |
LXXIII | 246 |
LXXIV | 252 |
LXXV | 255 |
LXXVI | 261 |
X | 38 |
XI | 42 |
XII | 49 |
XIII | 57 |
XIV | 59 |
XVII | 62 |
XVIII | 64 |
XIX | 70 |
XX | 74 |
XXII | 77 |
XXIII | 81 |
XXIV | 82 |
XXV | 86 |
XXVII | 93 |
XXVIII | 98 |
XXIX | 105 |
XXX | 112 |
XXXII | 116 |
XXXIII | 119 |
XXXIV | 120 |
XXXV | 124 |
XXXVI | 130 |
XXXVII | 136 |
XXXVIII | 140 |
XXXIX | 147 |
XLI | 151 |
XLII | 153 |
XLIII | 156 |
XLIV | 161 |
XLVI | 162 |
XLVII | 164 |
XLVIII | 166 |
XLIX | 170 |
L | 172 |
LI | 177 |
LIII | 180 |
LIV | 181 |
LV | 182 |
LVI | 189 |
LVII | 194 |
LVIII | 198 |
LIX | 201 |
LXI | 204 |
LXII | 205 |
LXIII | 209 |
LXIV | 214 |
LXV | 215 |
LXVI | 223 |
LXVII | 226 |
LXXVIII | 266 |
LXXIX | 274 |
LXXX | 278 |
LXXXI | 281 |
LXXXII | 286 |
LXXXIII | 290 |
LXXXIV | 296 |
LXXXV | 298 |
LXXXVI | 301 |
LXXXVII | 303 |
LXXXVIII | 308 |
LXXXIX | 312 |
XC | 314 |
XCI | 321 |
XCIII | 331 |
XCIV | 334 |
XCV | 340 |
XCVI | 341 |
XCVII | 350 |
XCVIII | 362 |
XCIX | 371 |
CI | 382 |
CII | 387 |
CIII | 389 |
CIV | 398 |
CV | 401 |
CVI | 410 |
CVII | 414 |
CVIII | 419 |
CIX | 423 |
CX | 429 |
CXI | 431 |
CXIII | 441 |
CXIV | 445 |
CXV | 453 |
CXVI | 456 |
CXVII | 462 |
CXVIII | 464 |
CXIX | 466 |
CXX | 477 |
CXXI | 478 |
CXXII | 481 |
CXXIII | 484 |
CXXIV | 486 |
CXXV | 490 |
CXXVII | 496 |
501 | |
Other editions - View all
Common terms and phrases
activated adsorbed applications approximation assumed atoms average becomes calculate Chapter charge chemical classical coefficient component consider constant contribution corresponding crystal curve defined density depends Derive dilute discussion distribution effects electronic energy ensemble entropy equation equilibrium example experimental expression fact field fixed force frequency given gives heat Hence ideal included independent indistinguishable integral interaction introduction ions lattice levels limit linear liquid mean mechanics method molecular molecules obtain pair particles partition function phase physical polymer positive possible potential potential energy present pressure probability Problem properties pure quantum quantum mechanics radial distribution function reaction referred relation relative result rotation Section Show single solution solvent statistical surface symmetry Table temperature term theory thermodynamic tion unit variables vibrational volume zero