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Decentralised, Self-Organising Drone Swarms using Coupled Oscillators (2505.00442v1)

Published 1 May 2025 in cs.RO, cs.SY, eess.SY, and nlin.AO

Abstract: The problem of robotic synchronisation and coordination is a long-standing one. Combining autonomous, computerised systems with unpredictable real-world conditions can have consequences ranging from poor performance to collisions and damage. This paper proposes using coupled oscillators to create a drone swarm that is decentralised and self organising. This allows for greater flexibility and adaptiveness than a hard-coded swarm, with more resilience and scalability than a centralised system. Our method allows for a variable number of drones to spontaneously form a swarm and react to changing swarm conditions. Additionally, this method includes provisions to prevent communication interference between drones, and signal processing techniques to ensure a smooth and cohesive swarm.

Summary

  • The paper presents a decentralized model for self-organizing drone swarms using coupled oscillators and swarmalators, inspired by biological synchronization.
  • Numerical experiments on Crazyflie drones demonstrate rapid synchronization within seconds and robust swarm adaptability to drone additions or removals.
  • This method has practical implications for autonomous drone applications in surveillance and disaster response, advancing research into large-scale distributed robotic system synchronization.

Decentralised, Self-Organising Drone Swarms using Coupled Oscillators

In "Decentralised, Self-Organising Drone Swarms using Coupled Oscillators," the authors present a novel model for synchronisation and coordination in drone swarms leveraging the principles of coupled oscillators and swarmalators. The paper addresses a significant challenge in robotics—how to maintain synchronization and coordination in autonomously functioning robotic systems under real-world conditions that can lead to errors, collisions, and inefficiencies.

Overview of Methodology

The approach described in the paper eschews centralized control for a decentralized methodology, allowing drones to spontaneously form swarms, which enhances their flexibility, adaptability, and scalability. Influenced by natural and biological synchronisation, the method employs coupled pulse-based communication, which is advantageous over continuous communications in avoiding signal interference among drones. Biological systems such as fireflies' synchronous flashing and cardiac cells' pulsing provide the foundational models, indicating potential self-organisation.

The authors employ a combination of pulse-coupled and phase-coupled swarmalator models, the latter implicated in forming complex group structures by syncing internal phases and spatial positions. The paper introduces dual-phase oscillators in drones, a pioneering concept that regulates communication timing, enhancing swarm stability and responsiveness.

Numerical Results and Experiments

Experiments conducted on the Crazyflie drone demonstrate rapid synchronisation and robust swarming with decentralized control. A key highlight is the synchronization efficiency, demonstrated by phase convergence in mere seconds. The drone swarming was tested for resilience, including scenarios where drones were removed and reintroduced into the swarms, showing their adaptability through quick reformation.

The algorithms included provisions for smoothing movement between drones using exponential and moving average techniques, improving swarm stability. As confirmed by experimentation, the chosen methods lead to reduced reciprocal motion and facilitated formation of the optimal pentagonal structure among drones.

Practical and Theoretical Implications

The practical implications of this research are profound in areas such as surveillance, environmental monitoring, and disaster response where autonomous drones must navigate uncertain terrains collaboratively. The model significantly reduces human reliance for control, allowing swarms of drones to autonomously adapt to changing conditions, enhancing operational efficiency and mission success rates.

The theoretical implications revolve around the intersection of swarm dynamics and synchronization theory. The paper underscores the potential of employing mathematically modeled synchronization mechanisms in complex robotic systems and offers insights into adapting biological inspiration for technological applications. The models could be pivotal in expanding research into synchronisation in large-scale distributed robotic systems, including future applications in 6G-enabled aerial non-terrestrial networks.

Future Directions

Looking forward, the scalability of this method is a notable challenge. The prospect of managing vast drone swarms efficiently opens further investigation into synchronisation mechanisms applicable to larger autonomous systems. Moreover, advancing the communication and sensing capabilities in drone swarms opens intriguing possibilities in real-time data acquisition for various applications.

In summary, the paper delivers a substantial contribution to drone swarm robotics by providing a decentralised synchronization and swarming model exemplified by promising experimental results. This research opens new avenues in synchronisation across robotics, enhancing our understanding and application of biologically inspired methodologies in autonomous systems.

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