基于路径曲率半径和微分驱动运动学的直线跟踪机器人新方法

Jitendra Singh, Prashant Singh Chouhan
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引用次数: 11

摘要

本文对差动驱动移动机器人的直线跟踪算法的发展提出了一种新的思路。本文详细阐述了用几何方法确定路径曲率半径的思想,并在此基础上用微分传动运动学计算了两轮角速度的期望差。这个机器人使用一组红外反射传感器来找出圆弧偏离直线的程度。在该方案中,使用单个PID控制器来控制两个车轮的期望角速度。在左轮作动器中加入相同PID控制器的输出,在右轮作动器中减去相同PID控制器的输出,以保持期望半径的圆路径,线速度恒定。因此,机器人遵循期望的圆弧半径。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A new approach for line following robot using radius of path curvature and differential drive kinematics
This paper presents a new idea about the development of line following algorithm for a differential drive mobile robot. The paper describes in detail this idea using Geometry to determine the radius of path curvature and based on it the desired difference between angular velocity of two wheels is calculated using Differential drive Kinematics. This robot uses an array of IR reflective sensors to find out the degree to which a circular arc deviates from a straight line. In this scheme a single PID controller is used to control the desired angular velocity for both wheels. To maintain the circular path of desired radius with constant linear velocity, the output of same PID controller is added in left wheel actuator and subtracted from right wheel actuator. Therefore the desired Radius of circular arc is followed by robot.
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