Comparison of PID and EPID Controllers in Self Balancing Robot

Swapna Sanapala, K. Deepa, S. Lekshmi, Alper Nabi Akpolat
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Abstract

Two wheeled Self balancing robots have become more popular in recent times and used in many applications, commonly used in transportation as these balancing robots are faster and apparently stable. Balancing is achieved by using controllers tuned for the system. Inverted pendulum principle is used in these robots. This paper proposes the use of two control methods, namely Proportional-Integral-Derivative (PID) and Extended PID (EPID), for maintaining the balance of two-wheeled and self-balancing robots, even when slightly tilted, thus preventing them from falling. PID control theory generally depends up on transfer functions, this paper extends the theory using EPID. EPID provides a new perspective on the working principle of PID control and its relationship with other control theories, such as tracking control and disturbance observer. This approach is illustrated using the fundamental principle of inverted pendulum technology. The key advantage of these robots over other mobile robots is their increased stability due to zero turning radius, which allows for smoother rotations during changes in direction.
自平衡机器人PID与EPID控制器的比较
两轮自平衡机器人近年来越来越受欢迎,并在许多应用中使用,通常用于运输,因为这些平衡机器人速度更快,明显稳定。平衡是通过使用针对系统调优的控制器来实现的。这些机器人采用倒立摆原理。本文提出了两种控制方法,即比例-积分-导数(PID)和扩展PID (EPID),以保持两轮和自平衡机器人的平衡,即使轻微倾斜,从而防止其坠落。PID控制理论一般依赖于传递函数,本文利用EPID对其进行扩展。EPID为PID控制的工作原理及其与其他控制理论(如跟踪控制和干扰观测器)的关系提供了新的视角。这种方法是用倒立摆技术的基本原理来说明的。与其他移动机器人相比,这些机器人的主要优势是由于零转弯半径而增加了稳定性,这使得在方向变化期间可以更平滑地旋转。
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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