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首页> 外文期刊>The International Journal of Advanced Manufacturing Technology >Thermal error prediction of machine tool spindle using segment fusion LSSVM
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Thermal error prediction of machine tool spindle using segment fusion LSSVM

机译:基于线段融合LSSVM的机床主轴热误差预测

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摘要

The key temperature points are the input variables of the thermal error model for prediction and compensation of thermal errors for precision CNC machine tools. However, the revealed time-varying characteristics of the key temperature points may jeopardize the robust prediction. To this end, the segment fusion least squares support vector machine (SF-LSSVM) thermal error modeling method is proposed. Firstly, the temperature data and thermal error data are divided into different segments according to time. Then, using the LSSVM with excellent nonlinear mapping capabilities as the basic model, the sub LSSVM thermal error model building and the corresponding key temperature points selection in each segment are fulfilled with genetic algorithm (GA) in a wrapper manner to preserve the corresponding local prediction characteristics. Finally, pick some of or all the sub LSSVM thermal error models to fuse together as the final thermal error model which may incorporate both the local and global prediction characteristics. The modeling and prediction experiment results on the spindle thermal error of a horizontal machining center demonstrate that the mean root-mean-square error (RMSE) on 5 spindle speeds after compensation is only 3.1 mu m. Comparing with two traditional thermal error models, the prediction performance of the present model is improved by up to 51. This research casts new light on both the mechanism of key temperature points and the prediction method of thermal errors.
机译:关键温度点是热误差模型的输入变量,用于预测和补偿精密数控机床的热误差。然而,揭示的关键温度点的时变特征可能会危及稳健的预测。为此,该文提出一种分段融合最小二乘支持向量机(SF-LSSVM)热误差建模方法。首先,根据时间将温度数据和热误差数据划分为不同的段;然后,以具有优异非线性映射能力的LSSVM为基本模型,利用遗传算法(GA)以包装方式实现子LSSVM热误差模型的构建和各段中相应的关键温度点选择,以保留相应的局部预测特征。最后,选择部分或全部子 LSSVM 热误差模型作为最终的热误差模型,该模型可能同时包含局部和全局预测特征。对卧式加工中心主轴热误差的建模和预测实验结果表明,补偿后5种主轴转速的平均均方根误差(RMSE)仅为3.1 μ m。与两种传统的热误差模型相比,该模型的预测性能提高了51%。该研究为关键温度点的机理和热误差的预测方法提供了新的思路。

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