Suntharalingam Arunn, Fernández-Alcázar Lucas, Kononchuk Rodion, Kottos Tsampikos
Wave Transport in Complex Systems Lab, Department of Physics, Wesleyan University, Middletown, CT, USA.
Institute for Modeling and Innovative Technology, IMIT (CONICET - UNNE), W3404AAS, Corrientes, Argentina.
Nat Commun. 2023 Sep 7;14(1):5515. doi: 10.1038/s41467-023-41189-7.
Exceptional point degeneracies (EPD) of linear non-Hermitian systems have been recently utilized for hypersensitive sensing. This proposal exploits the sublinear response that the degenerate frequencies experience once the system is externally perturbed. The enhanced sensitivity, however, might be offset by excess (fundamental and/or technical) noise. Here, we developed a self-oscillating nonlinear platform that supports transitions between two distinct oscillation quenching mechanisms - one having a spatially symmetric steady-state, and the other with an asymmetric steady-state - and displays nonlinear EPDs (NLEPDs) that can be employed for noise-resilient sensing. The experimental setup incorporates a nonlinear electronic dimer with voltage-sensitive coupling and demonstrates two-orders signal-to-noise enhancement of voltage variation measurements near NLEPDs. Our results resolve a long-standing debate on the efficacy of EPD-sensing in active systems above self-oscillating threshold.
线性非厄米系统的例外点简并(EPD)最近已被用于超灵敏传感。本提议利用了简并频率在系统受到外部扰动时所经历的亚线性响应。然而,增强的灵敏度可能会被过多的(基本和/或技术)噪声抵消。在此,我们开发了一个自振荡非线性平台,该平台支持两种不同的振荡猝灭机制之间的转变——一种具有空间对称的稳态,另一种具有非对称的稳态——并展示了可用于抗噪声传感的非线性EPD(NLEPD)。实验装置包含一个具有电压敏感耦合的非线性电子二聚体,并展示了在NLEPD附近电压变化测量的两个数量级的信噪比增强。我们的结果解决了关于EPD传感在高于自振荡阈值的有源系统中的功效的长期争论。