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GRA-based approach to PID parameter tuning for closed-loop servo systems

机译:基于GRA的闭环伺服系统PID参数整定方法

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Performances of servo system are the key factors, which determine the best process accuracy and efficiency that computer-numerical-control (CNC) machine tools can reach, and therefore it is absolutely necessary to conduct dynamic simulation and to design a corrector after static design. PID (proportion-integral-differential)-controller as a correction device is adopted. Overshoot of closed-loop servo system of the machine tool remains still as high as 13.27%, after corrected by proportion-integral-differential (PID) controller, whose parameters are tuned only with critical one fourth attenuation curve. Therefore PID controller parameters merely based on critical oscillation are required to be further optimized by grey relational analysis (GRA) combined with orthogonal experiment, in which controllable factor values are assigned according to the single-factor experiment results, and the two examined indexes, overshoot and rise time, are converted into one index through analysis of grey relational grade. In MATLAB software, a simulation model was created, and the simulation results to unit step response are 3.03% in overshoot and 0.1960 second in rise time, reflecting better dynamic performances, both smoothness and rapidity, and showing that the method is effective.
机译:伺服系统的性能是决定计算机数控(CNC)机床可以达到的最佳过程精度和效率的关键因素,因此,绝对有必要进行动态仿真并在静态设计之后设计校正器。采用PID(比例积分微分)控制器作为校正装置。经过比例积分微分(PID)控制器校正后,机床闭环伺服系统的超调仍然高达13.27%,该控制器的参数仅通过关键的四分之一衰减曲线进行调整。因此,仅需要基于临界振荡的PID控制器参数就需要通过灰色关联分析(GRA)与正交试验相结合来进一步优化,其中可控因素值是根据单因素实验结果分配的,两个检查指标即过冲通过分析灰色关联度,将上升时间和上升时间转换为一个指标。在MATLAB软件中创建了一个仿真模型,对单位阶跃响应的仿真结果是过冲为3.03%,上升时间为0.1960秒,反映了更好的动态性能(平滑性和快速性),并表明该方法是有效的。

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