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Theoretical and experimental study of Chen chaotic system with notch filter feedback control 下载免费PDF全文
Since the past two decades, the time delay feedback control method has attracted more and more attention in chaos control studies because of its simplicity and efficiency compared with other chaos control schemes. Recently, it has been proposed to suppress low-dimensional chaos with the notch filter feedback control method, which can be implemented in a laser system. In this work, we have analytically determined the controllable conditions for notch filter feedback controlling of Chen chaotic system in terms of the Hopf bifurcation theory. The conditions for notch filter feedback controlled Chen chaoitc system having a stable limit cycle solution are given. Meanwhile, we also analysed the Hopf bifurcation direction, which is very important for parameter settings in notch filter feedback control applications. Finally, we apply the notch filter feedback control methods to the electronic circuit experiments and numerical simulations based on the theoretical analysis. The controlling results of notch filter feedback control method well prove the feasibility and reliability of the theoretical analysis. 相似文献
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本文研究由FitzHugh—Nagumo神经元所组成的脉动神经元网络的同步与联想记忆恢复。基于神经元微观生理结构,本文给出具有空间随机分布延时的神经元间耦合,而这种随机分布延时描述了脉动信号从突触前神经元到突触后神经元在轴突上传播所需要的时间。记忆由空时发放的神经元集群表达,在噪声涨落的作用下,系统取得了对不完整输入的记忆恢复。 相似文献
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三位置球面面形绝对检测方法在一定的条件下可以简化为两位置球面面形检测方法.本文在研究三位置绝对检测原理的基础上,提出了基于菲索干涉系统新的两位置球面面形检测方法.该方法的简化条件分为参考面面形误差偶对称或被检面面形误差偶对称两种不同的情况.实验结果表明,两位置检测方法可以有效实现PVr值λ/30的高准确度检测,且检测结果PVr值重复性在±λ/300范围内,RMS值重复性在±λ/4 000范围内.采用两位置检测方法得到的面形误差分布结果与三位置绝对检测方法非常接近,PVr值相差小于λ/300,RMS值相差小于λ/2 500.因此在一定条件下,两位置检测方法可以有效简化实验装置和检测步骤,且不失三位置绝对检测方法的准确度和重复性. 相似文献