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pro vyhledávání: '"D. M. Naplekov"'
Autor:
V. V. Yanovsky, D. M. Naplekov
Publikováno v:
Physical review. E. 103(2-1)
In this paper, we study the inhomogeneity of chaotic sea properties far from islands in billiardlike systems and its influence on distributions of particle's return times. A visibly homogeneous chaotic sea at certain parameters has a nontrivial inter
Autor:
D M Naplekov, V. V. Yanovsky
Publikováno v:
Physical Review E. 97
It is known that typical open billiards distribution of transit times is an exponentially decaying function, possibly with a power-law tail. In the paper we show that on small scales some of such distributions change their appearance. These distribut
Publikováno v:
JETP Letters. 98:496-502
A new mechanism of weak chaos in triangular billiards has been proposed owing to the effect of cutting of beams of rays. A similar mechanism is also implemented in other polygonal billiards. Cutting of beams results in the separation of initially clo
Autor:
V. V. Yanovsky, D. M. Naplekov
Publikováno v:
Physical review. E. 94(4-1)
We consider an open billiard with two holes, connected by a handle. The central billiard is chosen so that its closed form's islands of stability occupy a significant part of the phase space. Holes destroy these islands, which leads to almost all tra
Publikováno v:
Technical Physics. 55:601-612
A simple model of the Fermi acceleration of a particle placed between two periodically oscillating walls is considered. The motion of the walls obeys a continuous (but not smooth) law. An exact map of such a system is obtained. The existence of traje
Publikováno v:
Physical Review E. 89
We consider a two-dimensional collisionless ideal gas in the two vessels connected through a small hole. One of them is a well-behaved chaotic billiard, another one is known to be nonergodic. A significant part of the second vessel's phase space is o