Decentralized neural network control for guaranteed tracking error constraint of a robot manipulator

被引:0
作者
Seong-Ik Han
Jang-Myung Lee
机构
[1] Pusan National University,Department ofElectronic Engineering
来源
International Journal of Control, Automation and Systems | 2015年 / 13卷
关键词
Constrained error variable; decentralized control; prescribed performance function; RBF network; robot manipulator;
D O I
暂无
中图分类号
学科分类号
摘要
In this paper, a new constrained error variable similar to sliding mode surface (SMC) is proposed to ensure a prescribed position tracking performance of a robot manipulator. A decentralized controller using this constrained error variable and a radial basis function network (RBF) is designed. The proposed decentralized and constrained control system ensures a prescribed transient and steady-state time positioning performance of the decentralized manipulator components without violation of the prescribed performance. The effectiveness of the proposed decentralized and robust control scheme was determined by comparing the results of simulated and experimental evaluation with the conventional SMC and finite-time terminal SMC methods.
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页码:906 / 915
页数:9
相关论文
共 44 条
[1]  
DeSantis R. M.(1996)Motion/force control of roboticmanipulators Trans. ASME 118 386-389
[2]  
Wang Z. P.(2004)Robustmotion/force control of uncertain holonomic/nonholonomic mechanical systems IEEE/ASMCTrans. Mehca 9 118-123
[3]  
Ge S. S.(2006)Tracking control withprescribed transient behavior degree Sys. & Contr.Letters 55 396-406
[4]  
Lee T. H.(2008)Robustadaptive control of feedback linearizable MIMOnonlinear systems with prescribed performance IEEE Trans. on Automatic Control 53 2090-2099
[5]  
Ilchman A.(2009)Barrier Lyapunovfunctions for the output-constrained nonlinearsystems Automatica 45 918-927
[6]  
Schuster H.(2000)Decentralized robust control of mechanicalsystems IEEE Trans. on Automatic Control 45 771-776
[7]  
Benchlioulis C. P.(2010)An intelligentlongitudinal controller for application insemiautonomous vehicles IEEE Trans. Ind.Electron. 57 1487-1497
[8]  
Rovithakis G. A.(2014)Adaptive self-organizing fuzzy slidingmoderadial basis-function neural networkcontroller for robotic systems IEEE Trans. Ind.Electron. 61 1493-1503
[9]  
Tee K. P.(2010)Motion control of an omnidirectional mobileplatform for trajectory tracking using an integralsliding mode controller International J. Control,Autom. and Sys. 8 1221-1231
[10]  
Ge S. S.(2010)Sliding mode control switched delay systems via hysteresis switching strategy International J. Control, Autom. and Sys. 8 1171-1178