HEA|  |02282cam a2200265 a 4500
001|  |022012001416
003|  |CAL
005|  |20120601140135.1
008|  |110226s2011    maua     b    000 0 eng d
020|  |▼a9780123877796
040|  |▼aBTCTA▼beng▼cBTCTA▼dYDXCP▼dCD-
   |  |X▼dBWX▼dMIA
093|  |▼aO411.1▼24
099|  |▼aCAL 022011294343
100|1 |▼aVedenyapin, Alexander.
245|10|▼aKinetic boltzmann, vlasov an-
   |  |d related equations /▼cAlexand-
   |  |er Sinitsyn, Victor Vedenyapin-
   |  |, Eugene Dulov.
260|  |▼aWaltham :▼bElsevier Science,▼c2011.
300|  |▼a[xv], 304 p. :▼bill. ;▼c24 cm.
504|  |▼aIncludes bibliographical ref-
   |  |erences (p. [289]-304).
505|0 |▼aPrincipal Concepts of Kineti-
   |  |c Equations －－ 2. Lagrangian C-
   |  |oordinates －－ 3. Vlasov-Maxwel-
   |  |l and Vlasov-Einstein Equation-
   |  |s －－ 4. Energetic Substitution-
   |  | －－ 5. Introduction to the Mat-
   |  |hematical Theory of Kinetic Eq-
   |  |uations －－ 6. On the Family of-
   |  | the Steady-State Solutions of-
   |  | Vlasov-Maxwell System －－ 7. B-
   |  |oundary Value Problems for the-
   |  | Vlasov-Maxwell System －－ 8. B-
   |  |ifurcation of Stationary Solut-
   |  |ions of the Vlasov-Maxwell Sys-
   |  |tem －－ 9. Boltzmann Equation －－
   |  |- 10. Discrete Models of Boltz-
   |  |mann Equation －－ 11. Method of-
   |  | Spherical Harmonics and Relax-
   |  |ation of Maxwellian Gas －－ 12.-
   |  | Discrete Boltzmann Equation M-
   |  |odels for Mixtures －－ 13. Quan-
   |  |tum Hamiltonians and Kinetic E-
   |  |quations －－ 14. Modeling of th-
   |  |e Limit Problem for the Magnet-
   |  |ically Noninsulated Diode －－ 1-
   |  |5. Generalized Liouville Equat-
   |  |ion and Approximate Orthogonal-
   |  | Decomposition Methods; Glossa-
   |  |ry of Terms and Symbols.
520|  |▼aBoltzmann and Vlasov equatio-
   |  |ns played a great role in the -
   |  |past and still play an importa-
   |  |nt role in modern natural scie-
   |  |nces, technique and even philo-
   |  |sophy of science. Classical Bo-
   |  |ltzmann equation derived in 18-
   |  |72 became a cornerstone for th-
   |  |e molecular-kinetic theory, th-
   |  |e second law of thermodynamics-
   |  | (increasing entropy) and deri-
   |  |vation of the basic hydrodynam-
   |  |ic equations. After modificati-
   |  |ons, the fields and numbers of-
   |  | its applications have increas-
   |  |ed to include diluted gas, rad-
   |  |iation, neutral particles tran-
   |  |sportation, atmosphere optics -
   |  |and nuclear reactor modelling.-
   |  | Vlasov equation was obtained in.
650| 0|▼aKinetic theory of gases.
650| 0|▼aEvolution equations.
700|1 |▼aDulov, Eugene.
700|1 |▼aVedenyapin, Victor.
998|  |▼aBUA

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