Ballistic annihilation kinetics for a multi-velocity one-dimensional ideal gas
arXiv:cond-mat/9412099 · doi:10.1103/PhysRevE.51.5541
Abstract
Ballistic annihilation kinetics for a multi-velocity one-dimensional ideal gas is studied in the framework of an exact analytic approach. For an initial symmetric three-velocity distribution, the problem can be solved exactly and it is shown that different regimes exist depending on the initial fraction of particles at rest. Extension to the case of a n-velocity distribution is discussed.
19 pages, latex, uses Revtex macros
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