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Compensation of SAE52100 Bearing Ring Distortion During Gas Nozzle Field Quenching

机译:气嘴场淬火过程中SAE52100轴承套变形的补偿

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During hardening of bearing rings, roundness deviations can occur due to either release of intrinsically stored distortion potential or process-related distortion. By deliberately nun-uniform quenching in a gas nozzle field, these deviations - plus original distortions from prior production steps - can be compensated for at least partially.The distortion compensating heat treatment on rings of SAE52100 (DIN 100Cr6) was investigated in a series of experiments using a dedicated semi-automated heat treatment facility for non-uniform heating and quenching with high reproducibility. The rings were austenitized at 870 ℃ for 20 min. After quenching in the gas nozzle field, they were chilled at 0 ℃ for 15 min and finally tempered at 180 ℃ for 2 h. With this procedure it was possible to reduce the roundness deviations of the rings by more than 50 % to an average value of 68 p.m as compared to conventional uniform quenching.The observable roundness deviations can be characterized on one hand by identifying basic distortion patterns (Fourier orders) and by distinguishing constant, proportional, and stochastic distortion terms on the other hand. If the analysis is carried out in complex number space, the roundness deviations can be described largely by a multi-linear regression model. Particularly the deviations in the third Fourier order (triangularity) can be predicted very accurately. An impairment of the prediction quality is introduced by non-linear dependencies between the local distributions of gas flux, heat transfer coefficient (HTC), and resulting radius deviation as well as by interactions between distortions in different Fourier orders.
机译:在轴承套圈硬化期间,由于释放固有存储的变形电位或与过程相关的变形,可能会导致圆度偏差。通过在气体喷嘴场中故意进行均匀的淬火,可以至少部分地补偿这些偏差以及先前生产步骤中的原始变形。对SAE52100(DIN 100Cr6)环的变形补偿热处理进行了一系列研究。使用专用的半自动热处理设备进行的实验,用于非均匀加热和淬火,再现性高。环在870℃下奥氏体化20分钟。在气体喷嘴场中淬火后,将其在0℃冷却15分钟,最后在180℃回火2 h。与常规均匀淬火相比,通过此程序可以将环的圆度偏差降低50%以上,达到平均值68 pm。一方面可以通过识别基本变形模式来表征可观察到的圆度偏差(Fourier另一方面,通过区分常数,比例和随机失真项。如果在复数空间中进行分析,则可以通过多线性回归模型很大程度上描述圆度偏差。特别地,可以非常精确地预测第三傅里叶阶数(三角度)的偏差。气体通量的局部分布,传热系数(HTC)和所产生的半径偏差之间的非线性相关性以及不同傅里叶阶数之间的相互作用会导致预测质量下降。

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