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Observing stochastic resonance in an underdamped bistable Duffing oscillator by the method of moments - art. no. 036123

机译:用矩量法观察欠阻尼双稳态Duffing振子的随机共振-艺术没有。 036123

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摘要

The method of moments is applied to an underdamped bistable oscillator driven by Gaussian white noise and a weak periodic force for the observations of stochastic resonance and the resulting resonant structures are compared with those from Langevin simulation. The physical mechanisms of the stochastic resonance are explained based on the evolution of the intrawell frequency peak and the above-barrier frequency peak via the noise intensity and the fluctuation-dissipation theorem, and the three possible sources of stochastic resonance in the system are confirmed. Additionally, with the noise intensity fixed, the stochastic resonant structures are also observed by adjusting the nonlinear parameter. [References: 31]
机译:将矩量法应用于由高斯白噪声和弱周期力驱动的欠阻尼双稳态振荡器,以观察随机共振,并将所得共振结构与Langevin仿真的结果进行比较。通过噪声强度和涨落耗散定理,根据井内频率峰值和上述壁垒频率峰值的演化,解释了随机共振的物理机制,并确定了系统中三种可能的随机共振来源。另外,在固定噪声强度的情况下,还可以通过调整非线性参数来观察随机共振结构。 [参考:31]

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