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Dual Control of Coupled Oscillator Networks

  • Dades identificatives

    Identificador:  imarina:9388757
    Autors:  Skardal, Per Sebastian; Arenas, Alex
    Resum:
    Robust coordination and organization in large ensembles of nonlinear oscillatory units play a vital role in a wide range of natural and engineered system. The control of self-organizing network-coupled systems has recently seen significant attention, but largely in the context of modifying or augmenting existing structures. This leaves a gap in our understanding of reactive control, where and how to design direct interventions, and what we may learn about structure and dynamics from such control strategies. Here we study reactive control of coupled oscillator networks and demonstrate dual control strategies, i.e., two different mechanisms for control, that may each be implemented on their own and interchangeably to achieve synchronization. These diverse strategies exploit different network properties, with the first directly targeting oscillators that are challenging to entrain, and the second focusing on oscillators with a strong influence on others. Thus, in addition to presenting alternative strategies for network control, the distinct control sets illuminate the oscillators' dynamical and structural roles within the system. The applicability of dual control is demonstrated using both synthetic and real networks.
  • Altres:

    Autor segons l'article: Skardal, Per Sebastian; Arenas, Alex
    Departament: Enginyeria Informàtica i Matemàtiques
    Autor/s de la URV: Arenas Moreno, Alejandro
    Paraules clau: Complex networks; Control; Control systems; Controllabilit; Couplings; Eigenvalues and eigenfunctions; Frequency control; Jacobian matrices; Oscillators; Pinning control; Synchronizatio; Synchronization
    Resum: Robust coordination and organization in large ensembles of nonlinear oscillatory units play a vital role in a wide range of natural and engineered system. The control of self-organizing network-coupled systems has recently seen significant attention, but largely in the context of modifying or augmenting existing structures. This leaves a gap in our understanding of reactive control, where and how to design direct interventions, and what we may learn about structure and dynamics from such control strategies. Here we study reactive control of coupled oscillator networks and demonstrate dual control strategies, i.e., two different mechanisms for control, that may each be implemented on their own and interchangeably to achieve synchronization. These diverse strategies exploit different network properties, with the first directly targeting oscillators that are challenging to entrain, and the second focusing on oscillators with a strong influence on others. Thus, in addition to presenting alternative strategies for network control, the distinct control sets illuminate the oscillators' dynamical and structural roles within the system. The applicability of dual control is demonstrated using both synthetic and real networks.
    Accès a la llicència d'ús: https://creativecommons.org/licenses/by/3.0/es/
    Adreça de correu electrònic de l'autor: alexandre.arenas@urv.cat
    Data d'alta del registre: 2024-11-16
    Versió de l'article dipositat: info:eu-repo/semantics/publishedVersion
    Enllaç font original: https://ieeexplore.ieee.org/document/10143236
    Referència a l'article segons font original: Ieee Open Journal Of Control Systems. 2 146-154
    Referència de l'ítem segons les normes APA: Skardal, Per Sebastian; Arenas, Alex (2023). Dual Control of Coupled Oscillator Networks. Ieee Open Journal Of Control Systems, 2(), 146-154. DOI: 10.1109/OJCSYS.2023.3282438
    URL Document de llicència: https://repositori.urv.cat/ca/proteccio-de-dades/
    DOI de l'article: 10.1109/OJCSYS.2023.3282438
    Entitat: Universitat Rovira i Virgili
    Any de publicació de la revista: 2023
    Tipus de publicació: Journal Publications
  • Paraules clau:

    Complex networks
    Control
    Control systems
    Controllabilit
    Couplings
    Eigenvalues and eigenfunctions
    Frequency control
    Jacobian matrices
    Oscillators
    Pinning control
    Synchronizatio
    Synchronization
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