Bitemporal Dynamics Sinai Divergence, An Energetic Analog to Boltzmann's Entropy - Physics > Classical PhysicsReportar como inadecuado




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Abstract: Sinai chaos is characterized by exponential divergence between neighboringtrajectories of a point billiard. If the repulsive potential of thefinite-diameter fixed particle in the middle of the table is made smooth, theSinai divergence persists with finite measure. So it does if the smoothpotential is made attractive. So it still does if the potential is in additionmade time-dependent periodic. Then a systematic decrease in energy of themoving particle can be predicted to occur in both time directions for a longtime. If so, classical entropy acquires an analog in real space.



Autor: Otto E. Rossler, Ramis Movassagh

Fuente: https://arxiv.org/







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