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Multiple-Surface Sliding Mode Control of Pneumatic Actuator with mismatched uncertainties

机译:具有错配不确定性的气动执行器多表面滑动模式控制

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This paper deals with the position control of a servo-pneumatic system in presence of mismatched uncertainties. Pneumatic actuators are used in many industrial applications; such as haptic interfaces, mechatronic systems and robotics. Restriction of control effort, to apply directly on the mismatched uncertainties, causes problem to cope with these kinds of uncertainties. Nonlinearities due to internal and external disturbances such as friction force between piston seal and cylinder wall; make it difficult to control these actuators. Thus modeling and identification of friction parameters is an essential part of the controller design procedure. Using simple model for friction such as stribeck model could help to put more effort on design a controller. Also bounded uncertainty owing to unmodel dynamics of friction is considered. First the system dynamics represented. Then By using multi surface sliding mode control scheme, mismatched uncertainties that appear in state equation of system dynamics are compensated. The simulation results are compared with experimental measured system output. Asymptotic stability of the closed loop system is proven by using Lyapunov method; experimental results show that the proposed controller can deliver good tracking performance and it is robust to uncertainties.
机译:本文涉及在存在不匹配的不确定因素存在下伺服气动系统的位置控制。气动执行器在许多工业应用中使用;如触觉界面,机电系统和机器人。控制努力的限制,直接申请不匹配的不确定性,导致问题应对这些不确定性。由于内部和外部扰动,如活塞密封和圆柱墙之间的摩擦力等非线性;使这些执行器难以控制。因此,摩擦参数的建模和识别是控制器设计过程的重要组成部分。使用简单的摩擦模型,如Stribeck模型可以帮助在设计控制器上进行更多努力。考虑了由于摩擦的造型摩擦动态的有界不确定性。首先,系统动态表示。然后,通过使用多表面滑动模式控制方案,补偿了系统动态状态等式中出现的不匹配的不确定性。将仿真结果与实验测量系统输出进行比较。通过使用Lyapunov方法证明闭环系统的渐近稳定性;实验结果表明,建议的控制器可以提供良好的跟踪性能,并且对不确定性具有稳健性。

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