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Thermal Error Modeling of a Machining Center using Grey System Theory and Adaptive Network-Based Fuzzy Inference System

机译:使用灰色系统理论和基于自适应网络的模糊推理系统的加工中心的热误差建模

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The thermal effect on machine tools has become a well-recognized problem in response to the increasing requirement of product quality. The performance of a thermal error compensation system basically depends on the accuracy and robustness of the thermal error model. This paper presents a thermal error model using two mathematic schemes: GM(1,N) model of the grey system theory and the adaptive network-based fuzzy inference system (ANFIS). First, the measured temperature and deformation results were analyzed via the GM(1,N) model to obtain the influence ranking of temperature ascent on thermal drift of spindle. Then, using the high-ranking temperature ascents as the input of ANFIS and training these data by hybrid learning rule, the thermal compensation model can be quickly built. The GM(1,N) model is used to effectively reduce the number of temperature sensors putting on the machine structure in prediction, and the ANFIS has the advantages of good accuracy and robustness. Eventually, tests of no-load and real-cutting operations were conducted and the comparison results show that the modeling schemes of ANFIS coupled with the GM(1,N) has good prediction ability.
机译:响应于产品质量不断增加,对机床的热效应已成为一个公认的问题。热误差补偿系统的性能基本上取决于热误差模型的精度和鲁棒性。本文使用两种数学方案提供热误差模型:GM(1,N)模型的灰色系统理论和基于自适应网络的模糊推理系统(ANFIS)。首先,通过GM(1,N)模型分析测量的温度和变形结果,以获得温度上升对主轴热漂移的影响。然后,使用高级温度升级作为ANFI的输入并通过混合学习规则训练这些数据,可以快速构建热补偿模型。 GM(1,N)模型用于有效地减少预测中电机结构的温度传感器的数量,并且ANFI具有良好的准确性和鲁棒性的优点。最终进行了无负载和实际切割操作的测试,并且比较结果表明,与GM(1,N)耦合的ANFI的建模方案具有良好的预测能力。

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