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时间治疗学的理论模型:漏斗混沌类型中的周期性扰动。

Theoretical models for chronotherapy: periodic perturbations in funnel chaos type.

作者信息

Betancourt-Mar Juvencio Alberto, Nieto-Villar Jose Manuel

机构信息

Laboratorio UNE-SAS, Universidad del Noreste, Prol. Ave. Hidalgo 6315, Tampico, Tams., México.

出版信息

Math Biosci Eng. 2007 Apr;4(2):177-86. doi: 10.3934/mbe.2007.4.177.

Abstract

In this work, the Rössler system is used as a model for chrono therapy. We applied a periodic perturbation to the y variable to take the Rössler system from a chaotic behavior to a simple periodic one, varying the period and amplitude of forcing. Two types of chaos were considered, spiral and funnel chaos. As a result, the periodical windows reduced their areas as the funnel chaos character increased in the system. Funnel chaos, in this chrono therapy model, could be considered as a later state of a dynamical disease, more irregular and difficult to suppress.

摘要

在这项工作中,罗塞尔系统被用作时间治疗学的模型。我们对y变量施加周期性扰动,以使罗塞尔系统从混沌行为转变为简单的周期性行为,同时改变强迫的周期和幅度。考虑了两种类型的混沌,即螺旋混沌和漏斗混沌。结果,随着系统中漏斗混沌特征的增加,周期性窗口的面积减小。在这个时间治疗学模型中,漏斗混沌可被视为一种动态疾病的后期状态,更加不规则且难以抑制。

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