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Hybrid Reference Governor-Based Adaptive Robust Control of a Linear Motor Driven System

机译:基于混合的基于谐波的线性电机驱动系统的自适应鲁棒控制

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The linear motor driven system has been widely used in the manufacturing industry, where high motion tracking accuracy is required, including fast dynamic response and high steady-state tracking accuracy. However, the improvement of the motion control performances is limited by parametric uncertainties and uncertain nonlinearities, such as nonlinear friction, varying load mass, etc. In addition, the system constraints owing to input saturation and speed/space limitations also challenge the improvement of the motion control performances. In this paper, a hybrid reference governor-based adaptive robust control (HRGARC) algorithm is proposed for the constrained motion control of the linear motor driven system. The proposed approach is composed of two reference governor (RG)-based adaptive robust controllers (RGARC) and a switching strategy. For each RGARC, the RG is utilized to deal with input/state constraints, and the adaptive robust control (ARC) algorithm is used to cope with parametric uncertainties and uncertain nonlinearities. These two RGARCs are specifically designed to achieve fast dynamic response and high steady-state tracking accuracy, respectively. Furthermore, a switching strategy is designed to coordinate these two RGARCs according to the system states and the input reference. Therefore, the high transient and steady-state motion control performances of the linear motor driven system can be achieved by the proposed HRGARC in the presence of parametric uncertainties, uncertain nonlinearities, and input/state constraints. Comparative experiments conducted on the linear motor driven system validate the effectiveness of the proposed HRGARC algorithm.
机译:线性电动机驱动的系统已被广泛应用于制造工业,在需要高的运动跟踪精度,包括快速的动态响应和高稳定状态的跟踪精度。但是,运动控制性能的改进是通过参数不确定性和不确定性的非线性,如非线性摩擦,变化的负载质量,等等。另外的限制,由于输入饱和度和速度/系统约束空间的限制也挑战的改进运动控制性能。在本文中,基于调速器混合参考自适应鲁棒控制(HRGARC)算法为线性马达驱动系统的约束运动控制。所提出的方法是由两个参考调速器(RG)的基础的自适应鲁棒控制器(RGARC)和开关策略。对于每个RGARC中,RG是用于处理输入/状态约束,和自适应鲁棒控制(ARC)算法被用来应对参数不确定性和不确定性的非线性。这两个RGARCs被专门设计以实现快速的动态响应和高稳态跟踪精度,分别。此外,切换策略被设计根据系统状态和输入参考协调这两个RGARCs。因此,线性马达驱动系统的高瞬态和稳态运动控制性能可以通过所提出的在HRGARC参数不确定性,不确定的非线性,以及输入/状态约束的存在下实现的。在直线电机驱动系统进行验证所提出的HRGARC算法的有效性比较实验。

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