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外部振荡对两个耦合的范德波尔振荡器的同步。作为“整体控制”的基础。

Entrainment of two coupled van der Pol oscillators by an external oscillation. As a base of "holonic control".

作者信息

Ohsuga M, Yamaguchi Y, Shimizu H

出版信息

Biol Cybern. 1985;51(5):325-33. doi: 10.1007/BF00336920.

DOI:10.1007/BF00336920
PMID:3978148
Abstract

A system composed of two coupled internal oscillators and an external oscillation is studied as a model of biological control systems. The type of interaction between the internal oscillators is a mutual and dissipative one. Three macroscopic states of the internal oscillators are demonstrated in the absence of the external oscillation. Strict and loose entrainment regions of the internal oscillators by the external oscillation are shown in respect to the intensity of the mutual interaction, the intrinsic frequency difference of the internal oscillations, and the magnitude and frequency of the external oscillation. On the other hand, an idea of "holonic system" is introduced and the fundamental properties of the model as a holonic system are elucidated.

摘要

研究了一个由两个耦合的内部振荡器和一个外部振荡组成的系统,将其作为生物控制系统的模型。内部振荡器之间的相互作用类型是相互且耗散的。在没有外部振荡的情况下,展示了内部振荡器的三种宏观状态。针对相互作用强度、内部振荡的固有频率差以及外部振荡的幅度和频率,给出了外部振荡使内部振荡器产生严格和宽松同步区域的情况。另一方面,引入了“整体系统”的概念,并阐明了该模型作为整体系统的基本特性。

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