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Resonance tongues in a system of globally coupled FitzHugh-Nagumo oscillators with time-periodic coupling strength

机译:具有时间周期耦合强度的全局耦合FitzHugh-Nagumo振荡器系统中的共振舌

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摘要

We investigate the dynamics of a population of globally coupled FitzHugh-Nagumo oscillators with a time-periodic coupling strength. While for synchronizing global coupling, the in-phase state is always stable, the oscillators split into several cluster states for desynchronizing global coupling, most commonly in two, irrespective of the coupling strength. This confines the ability of the system to form n:m locked states consDEerably. The prevalence of two and four cluster states leads to large 2:1 and 4:1 subharmonic resonance regions, while at low coupling strength for a harmonic 1:1 or a superharmonic 1:m time-periodic coupling coefficient, any resonances are absent and the system exhibits nonresonant phase drifting cluster states. Furthermore, in the unforced, globally coupled system the frequency of the oscillators in a cluster state is in general lower than that of the uncoupled oscillator and strongly depends on the coupling strength. Periodic variation of the coupling strength at twice the natural frequency causes each oscillator to keep oscillating with its autonomous oscillation period.
机译:我们研究了具有时间周期耦合强度的全局耦合FitzHugh-Nagumo振荡器种群的动力学。在同步全局耦合时,同相状态始终保持稳定,但振荡器会分成几个簇状态以使全局耦合不同步,最常见的是两个状态,而与耦合强度无关。这样就限制了系统形成n:m锁定状态的能力。两个和四个簇状态的普遍性会导致较大的2:1和4:1次谐波谐振区域,而对于谐波1:1或超谐波1:m时间周期耦合系数,在低耦合强度下,将不存在任何谐振,并且该系统表现出非谐振相移簇状态。此外,在无力的,全局耦合的系统中,处于群集状态的振荡器的频率通常低于未耦合的振荡器的频率,并且在很大程度上取决于耦合强度。耦合强度在自然频率的两倍处的周期性变化会导致每个振荡器以其自主振荡周期保持振荡。

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