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4th step model analysis for high speed and high precision servo system

机译:高速高精度伺服系统的第四步模型分析

摘要

With the continuous improvement of computer numerical control (CNC) system processing speed and machining accuracy, traditional low step mathematic model can not express the high speed movement character any more. Therefore, an integrate model for servo system is established and simplified with reason, upon which a 4 step model which embodies high speed movement character of servo system is reasoned out. By the emulation analysis of numerical control system which uses normal PID controller, the phenomenon that responds curves deteriorated with the improvement of servo system speed when servo system controller works with the same PID parameter is detected. When primary PID theory is not suitable to high speed servo system, the 4 step model should be solved in order to obtain the best parameters in terms of high speed motion. A pole planning method is proposed to optimize important parameters for high speed 4 step model of servo system, because it is very difficult to get the accurate solutions of high step equation. Sequentially, the high speed machining servo system parameters which make respond characteristics without oscillation or overshoot are obtained. Simulation proves that this method is useful and successful.
机译:随着计算机数控(CNC)系统处理速度和加工精度的不断提高,传统的低步数学模型已不能再表现出高速运动特性。因此,建立并简化了伺服系统的集成模型,在此基础上,提出了体现伺服系统高速运动特性的四步模型。通过对使用普通PID控制器的数控系统进行仿真分析,发现当伺服系统控制器以相同的PID参数工作时,响应曲线随伺服系统速度的提高而恶化的现象。当主要的PID理论不适用于高速伺服系统时,应求解4步模型,以便获得有关高速运动的最佳参数。提出了一种极点规划方法来优化伺服系统高速四步模型的重要参数,因为很难获得高步方程的精确解。因此,获得了具有响应特性而没有振荡或超调的高速加工伺服系统参数。仿真证明该方法是有效的。

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