An Introduction to the Theory of the Boltzmann EquationHolt, Rinehart and Winston, 1971 - 221 pagine This introductory graduate-level text emphasizes physical aspects of the theory of Boltzmann's equation in a detailed presentation that doubles as a practical resource for professionals. 1971 edition. |
Sommario
Contraction of the Statistical | 13 |
Description of Binary Collisions | 31 |
Properties of the Collision Term | 53 |
Copyright | |
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BBGKY BBGKY equation BGK equation binary collision Boltzmann equation calculated Chapman Chapman-Enskog approximation Chapman-Enskog solution chapter collision integral collision term conservation equations consider constant Couette flow defined density described determined distribution function dv₁ dvi dv₂ dxR+1 eigenfunctions energy Enskog equa equilibrium ƏFN Əqi F₁ flow problems fluid given Grad Grad's H theorem half-range hard sphere molecules heat flow heat flux interparticle potential kinetic theory Liouville equation Liouville's Liouville's equation macroscopic Maxwell molecules mean free path method model equation molecular momentum obtained parameter particles phase space Phys Poiseuille flow polynomials power law power law potentials properties quantity shock wave simple BGK solutions of Boltzmann's solving specific Statistical Mechanics summational invariants symmetric temperature tensor thermo-fluid thirteen-moment tion V₁ v₂ variables vector velocity WCU equation zero ди др ᎡᎢ