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首页> 外文期刊>Simulation modelling practice and theory: International journal of the Federation of European Simulation Societies >Modelling and simulation of the multi-scroll chaotic attractors using bond graph technique
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Modelling and simulation of the multi-scroll chaotic attractors using bond graph technique

机译:基于键合图技术的多涡卷混沌吸引子建模与仿真

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摘要

This paper presents modelling and simulation of multi-scroll chaotic attractors by using a new simple and more general bond graph model. For this purpose, the multi-segment nonlinear resistor in Chua's circuit is modelled by using piecewise linearization with control inequalities. The proposed model consists of active/passive circuit elements, voltage-controlled current source (VCCS) and ideal switches. The advantage of modelling multi-segment non-linear resistor by using control inequalities yields minimum number of the switches and sources. Proposed model is simple and more general and, especially, could be used in various kinds of non-linear circuit in the chaos studies. Generally, two different non-linear resistor models are used in the literature to obtain odd and even numbers of the scrolls. In this study, one model is developed for both multi-scroll chaotic attractors. In this paper, bond graph simulation of Chua's circuit is realized by using proposed model. The BONDAS program that developed in Matlab is used for the simulations, and satisfactory results are obtained.
机译:本文通过使用新的简单且更通用的键图模型,介绍了多卷混沌吸引子的建模和仿真。为此,通过使用具有控制不等式的分段线性化,对蔡氏电路中的多段非线性电阻器进行建模。所提出的模型包括有源/无源电路元件,压控电流源(VCCS)和理想开关。通过使用控制不等式对多段非线性电阻器建模的优点是产生最少数量的开关和源。所提出的模型简单,通用,尤其是可以用于混沌研究中的各种非线性电路。通常,文献中使用两种不同的非线性电阻器模型来获得滚动的奇数和偶数。在这项研究中,为两个多滚动混沌吸引子开发了一个模型。本文利用提出的模型实现了蔡氏电路的键合图仿真。用Matlab开发的BONDAS程序进行了仿真,并获得了满意的结果。

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