Trajectory tracking for non-holonomic mobile robots: A comparison of sliding mode control approaches

被引:4
|
作者
Medina, Luis [1 ]
Guerra, Gabriel [1 ]
Herrera, Marco [2 ]
Guevara, Leonardo [3 ,4 ]
Camacho, Oscar [2 ]
机构
[1] Escuela Politec Nacl, Dept Automat & Control Ind, Quito, Ecuador
[2] Univ San Francisco Quito USFQ, Colegio Ciencias & Ingn, Campus Cumbaya,Casilla Postal 17-1200-841, Quito 170157, Ecuador
[3] Univ Lincoln, Lincoln Inst Agrifood Technol LIAT, Lincoln LN2 2LF, England
[4] Univ Lincoln, Lincoln Ctr Autonomous Syst L CAS, Lincoln LN2 2LF, England
关键词
Sliding mode control; Autonomous mobile robots; Trajectory tracking; Empirical model; CHEMICAL-PROCESSES; DESIGN; LAMDA;
D O I
10.1016/j.rineng.2024.102105
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
This paper implements and compares the performance of three controllers based on Sliding Mode Control (SMC) applied to the motion control of mobile robots. The controllers include a standard SMC controller and two variations, namely Dynamic Sliding Mode Control (D-SMC) and Dual Sliding Mode Control (DM-SMC). The three controllers differ from conventional SMC approaches since they are designed based on a generic reduced -order empirical model that can represent any system that exhibits behavior akin to a First -Order Plus Delay Time (FOPDT) system. In this study, the comparison of controllers focuses on the Trajectory Tracking Problem (TTP) of a Nonholonomic Mobile Robot (NMR). Performance indices are employed to quantify the controllers' results across three trajectory types. Simulation results evidence that if a smooth curvature trajectory is tracked, the best performance (in terms of minimizing trajectory tracking error and controller effort) can be obtained by using a DM-SMC. On the other hand, if there are discontinuities in the curvature, the results suggest that a better alternative is the D-SMC since it compensates for abrupt changes as in the case of tracking a square trajectory. Overall, the findings from this work demonstrated that the use of simplified empirical models to design SMCbased motion controllers can be successfully applied to solve the TTP of NMR.
引用
收藏
页数:15
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