Nonlinear Sciences – Chaotic Dynamics
Scientific paper
2006-10-06
EPL 80 (2007) 40001
Nonlinear Sciences
Chaotic Dynamics
Originally 4 pages and 2 eps figures incorporated into the text; v2 has more numerical results and discussion: now 6 pages, 4
Scientific paper
10.1209/0295-5075/80/40001
One or more small holes provide non-destructive windows to observe corresponding closed systems, for example by measuring long time escape rates of particles as a function of hole sizes and positions. To leading order the escape rate of chaotic systems is proportional to the hole size and independent of position. Here we give exact formulas for the subsequent terms, as sums of correlation functions; these depend on hole size and position, hence yield information on the closed system dynamics. Conversely, the theory can be readily applied to experimental design, for example to control escape rates.
Bunimovich Leonid A.
Dettmann Carl P.
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