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Evaluation of tracking performance of NPID double hyperbolic controller design for XY table ball-screw drive system

机译:XY工作台滚珠丝杠驱动系统NPID双双曲控制器设计的跟踪性能评估

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This paper presents design and evaluation of a Nonlinear PID (NPID) Double Hyperbolic controller to improve tracking performance under the influence of disturbance forces in machine tools application. Popov stability criterion was applied in order to obtain the nonlinear proportional and the nonlinear integral gains for the controller. The nonlinear proportional component was designed by applying smaller gains when error magnitude produced is small. In contrast, the nonlinear integral was designed such that higher gain was applied when larger error is produced. Meanwhile, the derivative gain acts as a linear control. The performance of this controller was evaluated based on maximum tracking error and root mean square of the errors (RMSE). In order to verify the robustness of this controller, cutting forces measured at 1500 rpm spindle speed was inserted as input disturbance signal. Reference signal of magnitude 15 mm and at frequencies of 0.2 Hz and 0.4 Hz were applied. Results showed that NPID Double Hyperbolic controller has superior performance than conventional PID controller. The error reductions in term of RMSE values between both controllers during experimental work were 94.79% and 96.50% at 0.2 Hz and 0.4 Hz, respectively.
机译:本文提出了一种非线性PID(NPID)双双曲线控制器的设计和评估,以提高在机床应用中受干扰力影响下的跟踪性能。为了获得控制器的非线性比例增益和非线性积分增益,应用了Popov稳定性准则。当产生的误差幅度较小时,通过应用较小的增益来设计非线性比例分量。相反,非线性积分的设计使得当产生较大的误差时可以应用更高的增益。同时,微分增益用作线性控制。基于最大跟踪误差和误差的均方根(RMSE)评估了该控制器的性能。为了验证该控制器的耐用性,插入了以1500 rpm主轴转速测量的切削力作为输入干扰信号。施加幅度为15 mm的参考信号,频率为0.2 Hz和0.4 Hz。结果表明,NPID双双曲型控制器具有优于传统PID控制器的性能。在实验工作期间,两个控制器之间在RMSE值方面的误差降低分别为0.2 Hz和0.4 Hz时为94.79%和96.50%。

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