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首页> 外文期刊>International journal of bifurcation and chaos in applied sciences and engineering >Vibrational and Ghost-Vibrational Resonances in a Modified Chua's Circuit Model Equation
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Vibrational and Ghost-Vibrational Resonances in a Modified Chua's Circuit Model Equation

机译:修改后的蔡氏电路模型方程中的振动和鬼振动

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摘要

The role of the number of breakpoints N in the sawtooth form of the characteristic function in the modified Chua's circuit model equation on vibrational and ghost-vibrational resonances is investigated in this paper. To observe vibrational resonance, the system should be driven by two periodic forces of frequencies omega and Omega, with Omega omega. Resonance occurs at the frequency. when the amplitude of the high-frequency force is varied. When the system is subjected to an input signal containing multifrequencies which are of higher-order than a certain (missing) fundamental frequency, then a resonance at the missing fundamental frequency is induced by the high-frequency input signal and is called ghost-vibrational resonance. In both types of resonances, the number of resonances is N and hysteresis occurs in each resonance region. There are some similarities and differences in these two resonance phenomena. We report in detail the influence of the role of number of breakpoints N on the features of vibrational and ghost-vibrational resonances.
机译:本文研究了特征函数的锯齿形形式的断点数N在修改后的蔡氏电路模型方程中对振动和重影振动的影响。要观察振动共振,系统应由两个周期性的频率为欧米伽和欧米伽的力驱动,其中欧米伽欧米伽。共振发生在频率上。当高频力的幅度变化时。当系统受到包含多于某个特定频率(缺少基频)的高频率的输入信号时,高频输入信号会引起缺少基频的共振,这被称为重影振动共振。在两种类型的谐振中,谐振的数量均为N,并且在每个谐振区域中都会出现磁滞。这两种共振现象有一些相似之处和不同之处。我们详细报告了断点数N对振动和重影振动共振特征的影响。

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