Stability Analysis of Swarm with Gaussian Attractant/Repellent Profiles

Bo Liu, Yanchao Yu, Jie Zhang
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引用次数: 3

Abstract

This paper considers a swarm model with a general attraction-repulsion function involving variable communication time lags and an attractant/repellent. It is proved that for Gaussian attractant/repellent profiles the individuals of the swarm with time delays will aggregate and form a cohesive cluster of finite size in a finite time. Moreover, all the swarm individuals will converge to more favorable areas of the gaussian attractant/repellent profiles under certain conditions in the presence of communication delays.
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高斯引诱/驱避型蜂群稳定性分析
本文考虑了一个具有一般吸引-排斥函数的群体模型,该模型包含可变通信时滞和引诱剂/驱避剂。证明了在高斯型引诱/驱避曲线下,具有时滞的虫群个体在有限时间内会聚集并形成有限大小的内聚簇。此外,在一定条件下,在存在通信延迟的情况下,所有群体个体都会收敛到高斯引诱/驱避曲线的更有利区域。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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