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H-Shaped Multiple Linear Motor Drive Platform Control System Design Based on an Inverse System Method

机译:基于逆系统方法的H型多线性电动机驱动平台控制系统设计

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摘要

Due to its simple mechanical structure and high motion stability, the H-shaped platform has been increasingly widely used in precision measuring, numerical control machining and semiconductor packaging equipment, etc. The H-shaped platform is normally driven by multiple (three) permanent magnet synchronous linear motors. The main challenges for H-shaped platform-control include synchronous control between the two linear motors in the Y direction as well as total positioning error of the platform mover, a combination of position deviation in X and Y directions. To deal with the above challenges, this paper proposes a control strategy based on the inverse system method through state feedback and dynamic decoupling of the thrust force. First, mechanical dynamics equations have been deduced through the analysis of system coupling based on the platform structure. Second, the mathematical model of the linear motors and the relevant coordinate transformation between dq-axis currents and ABC-phase currents are analyzed. Third, after the main concept of inverse system method being explained, the inverse system model of the platform control system has been designed after defining relevant system variables. Inverse system model compensates the original nonlinear coupled system into pseudo-linear decoupled linear system, for which typical linear control methods, like PID, can be adopted to control the system. The simulation model of the control system is built in MATLAB/Simulink and the simulation result shows that the designed control system has both small synchronous deviation and small total trajectory tracking error. Furthermore, the control program has been run on NI controller for both fixed-loop-time and free-loop-time modes, and the test result shows that the average loop computation time needed is rather small, which makes it suitable for real industrial applications. Overall, it proves that the proposed new control strategy can be used in industrial applications that have high-precision and high real-time performance requirements
机译:由于其简单的机械结构和较高的运动稳定性,H形平台已越来越广泛地用于精密测量,数控加工和半导体封装设备等。H形平台通常由多个(三个)永磁体驱动同步直线电动机。 H型平台控制的主要挑战包括Y方向上的两个线性电动机之间的同步控制以及平台推动器的总定位误差,以及X和Y方向上的位置偏差的组合。为了应对上述挑战,本文提出了一种基于逆系统方法的状态反馈和推力动态解耦的控制策略。首先,通过基于平台结构的系统耦合分析,推导了力学动力学方程。其次,分析了线性电动机的数学模型以及dq轴电流和ABC相电流之间的坐标转换。第三,在解释了逆系统方法的主要概念之后,在定义了相关的系统变量之后,设计了平台控制系统的逆系统模型。逆系统模型将原始的非线性耦合系统补偿为伪线性解耦线性系统,为此,可以采用典型的线性控制方法(如PID)来控制系统。在MATLAB / Simulink中建立了控制系统的仿真模型,仿真结果表明所设计的控制系统同步偏差小,总轨迹跟踪误差小。此外,该控制程序已在固定时间和自由时间两种模式下在NI控制器上运行,测试结果表明所需的平均循环计算时间非常短,这使其适用于实际工业应用。总体而言,这证明了所提出的新控制策略可用于具有高精度和高实时性能要求的工业应用中

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