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An Interactive Control Algorithm Used for Equilateral Triangle Formation with Robotic Sensors

机译:用于机器人等边三角形形成的交互式控制算法

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摘要

This paper describes an interactive control algorithm, called Triangle Formation Algorithm (TFA), used for three neighboring robotic sensors which are distributed randomly to self-organize into and equilateral triangle (E) formation. The algorithm is proposed based on the triangular geometry and considering the actual sensors used in robotics. In particular, the stability of the TFA, which can be executed by robotic sensors independently and asynchronously for E formation, is analyzed in details based on Lyapunov stability theory. Computer simulations are carried out for verifying the effectiveness of the TFA. The analytical results and simulation studies indicate that three neighboring robots employing conventional sensors can self-organize into E formations successfully regardless of their initial distribution using the same TFAs.
机译:本文介绍了一种交互式控制算法,称为三角形成算法(TFA),用于三个相邻的机器人传感器,这些传感器随机分布以自组织成等边三角形(E)形成。提出了基于三角形几何并考虑机器人技术中使用的实际传感器的算法。特别地,基于李雅普诺夫稳定性理论,详细分析了TFA的稳定性,该TFA可以由机器人传感器独立地和异步地执行以进行E形成。进行计算机模拟以验证TFA的有效性。分析结果和模拟研究表明,使用传统传感器的三个相邻机器人可以成功地自组织成E地层,而不管它们使用相同TFA的初始分布如何。

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