Li Aiyi, Ogura Masaki, Wakamiya Naoki
Department of Bioinformatic Engineering, Graduate School of Information Science and Technology, Osaka University, Suita, Osaka 565-0871, Japan.
Graduate School of Advanced Science and Engineering, Hiroshima University, Higashi-Hiroshima, Hiroshima 739-8521, Japan.
Philos Trans A Math Phys Eng Sci. 2025 Jan 30;383(2289):rsta20240145. doi: 10.1098/rsta.2024.0145.
Drawing inspiration from natural herding behaviours, shepherding provides a method for swarm guidance that utilizes steering agents and can be applied in biological and robotics systems at various scales. However, while most shepherding research has relied on the precise sensing capabilities of steering agents, these assumptions do not necessarily hold in real-world tasks. To fill in the gap between practice and literature, in this study, we demonstrate that swarm shepherding can be achieved via bearing-only measurements, and explore the minimum amount of information required. We initially formulate our algorithm for a single agent and subsequently expand its application to accommodate multiple agents, incorporating strategies tailored for herding multiple swarms. Numerical simulations show the effectiveness of the algorithm under various initial placements and configurations. The minimum amount of information required by the proposed algorithm for successful shepherding, i.e. a moderate angular accuracy for the steering agents and limited communication between them, is also determined. Our proposed bearing-only algorithm offers crucial insights into swarm dynamics, which may have applications across a variety of domains, such as agriculture and search and rescue.This article is part of the theme issue 'The road forward with swarm systems'.
借鉴自然放牧行为,牧群引导提供了一种群体引导方法,该方法利用引导智能体,可应用于不同规模的生物和机器人系统。然而,尽管大多数牧群引导研究依赖于引导智能体的精确传感能力,但这些假设在实际任务中不一定成立。为了填补实践与文献之间的差距,在本研究中,我们证明了仅通过方位测量就能实现群体牧群引导,并探索所需的最少信息量。我们首先为单个智能体制定算法,随后将其应用扩展到多个智能体,纳入了针对牧群多个群体的定制策略。数值模拟表明了该算法在各种初始布局和配置下的有效性。还确定了所提出的算法成功进行牧群引导所需的最少信息量,即引导智能体适度的角度精度以及它们之间有限的通信。我们提出的仅方位算法为群体动力学提供了重要见解,这可能在农业和搜索救援等各种领域有应用。本文是主题为“群体系统的未来之路”的一部分。