基于 U-K 理论的自适应滑动模式控制用于六足机器人的足部轨迹跟踪

Junying Wei, Xiang Li, Yu Liu, Haowei Zhang, Lei Yang, Xueyi Li
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摘要

本文以 Udwadia-Kalaba 理论为基础,采用自适应滑动模式控制(SMC)方法解决六足机器人脚部轨迹跟踪控制问题。与传统控制方法不同,Udwadia-Kalaba 理论可将六足机器人脚部轨迹跟踪控制问题转化为系统伺服绑定求解问题。这种方法无需对非线性系统进行线性化处理。系统可能包含不确定性,如初始情况不理想和运行过程中的振动干扰,这些不确定性会因建模错误、测量错误和运行状态变化而影响控制精度。为应对不确定性,开发了自适应 SMC 控制器。稳定性分析采用了第二Lyapunov函数法。通过对六足机器人的腿部进行建模,并对模拟跟踪路线与计划轨迹进行仿真比较,最终证明了本研究提出的控制方法的精度和稳定性,并通过与自适应鲁棒控制策略的仿真结果进行比较,得出了 RBF 神经网络自适应 SMC 策略的优势。
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The adaptive sliding mode control based on U–K theory for foot trajectory following of hexapod robot
This paper addresses the control of a hexapod robot’s foot trajectory tracking using an adaptive sliding mode control (SMC) approach based on Udwadia–Kalaba theory. Unlike the traditional control approach, the Udwadia–Kalaba theory allows for the transformation of the hexapod robot foot trajectory tracking control problem into a system servo binding solution problem. This method eliminates the requirement to linearize the nonlinear system. The system may contain uncertainties, such as less-than-ideal initial circumstances and vibration disturbances during operation, which have an impact on the control precision due to mistakes in modeling, measurements, and changes in operational states. To deal with the uncertainty, the adaptive SMC controller was developed. The stability analysis is carried out using the second Lyapunov function method. By modeling the hexapod robot’s legs and running simulations to compare the simulated tracking route to the planned trajectory, the precision and stability of the control approach suggested in this study are finally demonstrated, and by comparing with the simulation results of adaptive robust control strategy, the advantages of RBF neural network adaptive SMC strategy are obtained.
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