Multi-task control of swarm robot with double integral model

Nga Le Thi Thuy, Hai Nguyen Thanh, Tung Nguyen Van, Tich Pham Xuan
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Abstract

Biological individuals in the wild often have a definite size and mass, so simulation of the real biological swarm behavior should take these factors into account. The article focuses on building an algorithm to calculate the force acting on each individual robot in the swarm based on their mass through the “Double integral” model. When the robots are required to perform multi-tasks simultaneously, the priority order of tasks must be classified, and the task with lower priority will be projected into the Null space of the higher priority tasks. Each individual robot in the swarm has to fulfill following three tasks: avoid obstacles, move to the goal, maintain the swarm. In this study, the author chooses the priority level in the following order: avoiding obstacles, moving to the goal and finally maintaining the swarm. With an assumption that the obstacles are fixed and known in advance. Finally, the theoretical studies are simulated and verified by Matlab software.
基于二重积分模型的群机器人多任务控制
野外的生物个体通常有一定的大小和质量,因此模拟真实的生物群体行为应该考虑这些因素。本文重点构建了一种算法,通过“二重积分”模型来计算作用在群体中每个个体机器人身上的力。当要求机器人同时执行多任务时,必须对任务的优先级顺序进行分类,将优先级较低的任务投影到高优先级任务的零空间中。群体中的每个个体机器人必须完成以下三个任务:避开障碍物,移动到目标,保持群体。在本研究中,作者选择优先级的顺序为:避障,向目标移动,最后保持群体。假设障碍是固定的并且事先知道。最后,利用Matlab软件对理论研究进行了仿真验证。
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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