The Relativistic Boltzmann Equation: Theory and ApplicationsThe aim of this book is to present the theory and applications of the relativistic Boltzmann equation in a self-contained manner, even for those readers who have no familiarity with special and general relativity. Though an attempt is made to present the basic concepts in a complete fashion, the style of presentation is chosen to be appealing to readers who want to understand how kinetic theory is used for explicit calculations. The book will be helpful not only as a textbook for an advanced course on relativistic kinetic theory but also as a reference for physicists, astrophysicists and applied mathematicians who are interested in the theory and applications of the relativistic Boltzmann equation. |
Contents
II | 1 |
III | 8 |
IV | 14 |
VI | 15 |
VII | 17 |
VIII | 19 |
IX | 21 |
X | 24 |
LXXI | 164 |
LXXII | 171 |
LXXIII | 175 |
LXXIV | 178 |
LXXV | 179 |
LXXVII | 183 |
LXXVIII | 187 |
LXXIX | 190 |
XI | 26 |
XII | 31 |
XIII | 39 |
XIV | 41 |
XV | 42 |
XVI | 45 |
XVII | 47 |
XVIII | 49 |
XIX | 53 |
XX | 58 |
XXI | 59 |
XXII | 65 |
XXIII | 67 |
XXV | 69 |
XXVI | 71 |
XXVII | 72 |
XXVIII | 74 |
XXIX | 77 |
XXX | 84 |
XXXI | 90 |
XXXIII | 92 |
XXXIV | 93 |
XXXVIII | 93 |
XXXIX | 93 |
XL | 93 |
XLI | 95 |
XLV | 102 |
XLVI | 107 |
XLVII | 108 |
XLVIII | 110 |
XLIX | 112 |
L | 116 |
LI | 118 |
LII | 123 |
LIII | 128 |
LIV | 133 |
LVIII | 138 |
LIX | 140 |
LX | 141 |
LXI | 142 |
LXII | 143 |
LXIII | 147 |
LXIV | 148 |
LXV | 153 |
LXIX | 157 |
LXX | 159 |
LXXXI | 197 |
LXXXII | 200 |
LXXXIV | 202 |
LXXXV | 204 |
LXXXVI | 211 |
LXXXVII | 215 |
XC | 216 |
XCI | 220 |
XCIII | 227 |
XCIV | 241 |
XCVI | 245 |
XCVII | 253 |
CI | 259 |
CII | 262 |
CIII | 267 |
CIV | 269 |
CV | 273 |
CIX | 274 |
CX | 280 |
CXI | 281 |
CXIII | 282 |
CXIV | 284 |
CXV | 286 |
CXVI | 289 |
CXVII | 292 |
CXVIII | 294 |
CXIX | 299 |
CXX | 300 |
CXXI | 302 |
CXXII | 304 |
CXXIII | 309 |
CXXVII | 312 |
CXXVIII | 314 |
CXXIX | 316 |
CXXX | 321 |
CXXXI | 324 |
CXXXII | 329 |
CXXXV | 331 |
CXXXVI | 332 |
CXXXVII | 333 |
CXXXVIII | 339 |
CXXXIX | 345 |
CXL | 353 |
CXLI | 355 |
CXLII | 357 |
Other editions - View all
The Relativistic Boltzmann Equation: Theory and Applications Carlo Cercignani,Gilberto M. Kremer No preview available - 2012 |
Common terms and phrases
affine connection balance equation Boltzmann equation bulk viscosity Cercignani components consider constant constitutive equations contravariant coordinates covariant d³p d³pa denotes differential dynamic pressure Einstein field equations electrons energy density energy per particle energy-momentum tensor entropy Fermi gas field equations fluid follows four-vector four-velocity given gravitational field heat flux Hence integral kinetic theory linear Lorentz rest frame m²c² Maxwell-Jüttner distribution function mc² metric tensor Minkowski space mixture non-degenerate non-equilibrium non-relativistic limiting one-particle distribution function particle four-flow particle number density pressure deviator Problems reduces relationship relativistic gas respect rest mass resulting equation Robertson-Walker metric scalar invariant shear viscosity Show solution space space-time speed spherical temperature thermal conductivity transport coefficients ultra-relativistic limiting values vanishes vector velocity volume element wave white dwarf star αβ θα θαν μν Ταβ дрі


