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Название: Adiabatic Piston as a Dynamical System
Авторы: Neishtadt A.I., Sinai Y.G.
Journal of Statistical Physics, Vol. 116, Nos. 1/4, August 2004, p. 815-820.
We consider systems of finitely many interacting particles in a cube with a separating wall having a big mass M (adiabatic piston). Assuming that the particles reflect elastically from the ball and the initial velocity of the piston is zero we prove that as M tends to infinity the dynamics of the piston converges to periodic oscillations.