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NONLINEAR RESONANCES, QUASI-PERIODICITY AND CHAOS IN A PERIODICALLY PERTURBED OSCILLATORY CHEMICAL-SYSTEM WITH INFINITE NUMBER OF BIFURCATIONS
被引：0
|作者：
KAWCZYNSKI, AL
机构：
关键词：
ENZYMATIC REACTIONS;
NONLINEAR OSCILLATIONS;
PERIOD ADDING BIFURCATIONS;
NONLINEAR RESONANCES;
QUASI-PERIODICITY;
CHAOS;
D O I：
暂无
中图分类号：
O6 [化学];
学科分类号：
0703 ;
摘要：
Nonlinear resonances, quasiperiodicity and chaotic behavior induced by small periodic perturbations in a model describing coupled enzymatic reactions are observed. The unperturbed system exhibits an infinite number of period adding bifurcations if a bifurcation parameter is changed in some range. The Poincare transformation and 1D return map approach are used to analyze the behavior of the perturbed system.
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页码：296 / 307
页数：12
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