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Enhancement of deterministic stochastic resonance in coupled chaotic systems

机译:耦合混沌系统中确定性随机共振的增强

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We show that deterministic stochastic resonance (DSR) can be enhanced by coupling of chaotic oscillators. We study periodic-forced chaotic oscillators coupled to each other. One oscillator phase and periodic force phase are synchronized with each other when the force strength is larger than a critical value. When we set the force strength below the critical value, the phase synchronization occasionally fails. We can observe a quick jump in phase difference between one oscillator and periodic force. In this study, we focus on this phase slip and consider one forced chaotic oscillator as a resonator using the phase slips. When we consider coupled resonators, the coupling strength becomes a bifurcation parameter that has a critical point between asynchronous and synchronous phase slip state. Increases in coupling strength leads to a higher degree of phase slip synchronization. The coupling helps to synchronize the slips with a cooperative effect. Therefore, it can enhance the coincident response to the signal. Optimal coupling strength maximizes the resonance response. This enhancement provides some advantages for signal detection applications using DSR. It is considered that intrinsic fluctuations are important for information processing in biological system. This coupled system may be useful for a model study of neural information processing.
机译:我们表明可以通过混沌振荡器的耦合来提高确定性随机共振(DSR)。我们研究了彼此联系的周期性的强制混沌振荡器。当力强度大于临界值时,一个振荡器相位和周期性相位彼此同步。当我们将力强度设置在临界值以下时,相位同步偶尔会失败。我们可以观察一个振荡器和周期性的相位差快速跳跃。在这项研究中,我们专注于该阶段滑动,并将一个强制混沌振荡器视为使用相单滑动的谐振器。当我们考虑耦合谐振器时,耦合强度成为异步和同步相滑相之间的临界点的分叉参数。耦合强度的增加导致更高的相滑相同步。耦合有助于将滑块与协作效果同步。因此,它可以增强对信号的重心响应。最佳耦合强度最大化共振响应。这种增强功能为使用DSR的信号检测应用提供了一些优点。认为,内在波动对于生物系统中的信息处理是重要的。该耦合系统可用于神经信息处理的模型研究。

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