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Formation Control Numerical Simulations of Geometric Patterns for Unmanned Autonomous Vehicles with Swarm Dynamical Methodologies

机译:具有群体动态方法的无人自治车辆几何图案的形成控制数值模拟

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Formation of geometric shapes with autonomous unmanned mobile agents (which could be ground, undersea, aerial vehicles namely UAV/robots, mobile sensors etc.) is a particular type of the coordination problem. Meanwhile, this is due to broad range of application of multi-agent systems in a lot of project fields in recent years, the coordinated task of multi-agent is currently an important and challenging field of research. By use of the swarm dynamical model, based on artificial potential field (APF) function and Newton-Raphson iteration method, we analyze the special form of swarm aggregation routes of a particular predefined geometrical configuration that is defined by a set of desired inter-agent distance values in this paper. We also perform numerical simulations to examine the performance of the method, the results further indicated that the individual members living in group during the course of coordinative motion can realize the local collision-free the stabilization of particular predefined geometrical configuration formations.
机译:形成具有自主无人移动代理的几何形状(可以是地面,海底,空中车辆即UAV /机器人,移动传感器等)是一种特殊类型的协调问题。与此同时,这是由于近年来在很多项目领域的多种子体系统应用了广泛的应用,多元经纪的协调任务是目前是一个重要的和具有挑战性的研究领域。通过使用群体动态模型,基于人工势域(APF)函数和牛顿Raphson迭代方法,我们分析了由一组所需的代理程序定义的特定预定义几何配置的特殊形式的群体聚集路由本文中的距离值。我们还执行数值模拟以检查该方法的性能,结果进一步表明,在协调运动过程中居住在组中的个体成员可以实现局部碰撞的特定预定几何构造结构的稳定。

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