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Flow Stress Prediction of Hot Compressed Tool Steel by CAE NN and Hyperbolic-Sine Equation

机译:基于CAE NN和双曲正弦方程的热压工具钢流变应力预测

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Hot compression experiments are carried out on steel workpieces by means of Gleeble 1500 thermo mechanical simulator in wide range of temperatures 800 deg C -1200 deg C with strain rates 0,1 s~(-1) 1,0 S~(-1) and 8,0 s~(-1) and true strains of 0,0 to 0,5. Hot flow curves were estimated by means of the CAE neural networks. The methods of constant smoothness parameter and non-constant (ellipsoidal) smoothness parameter were applied. The use of the latter proved more exact (up to 3,4 percent) and simpler if we compare it with the existing data for the flow curve prediction of tool steel by BP NN (up to 7 percent), as the proposed method yields better results. The activation energy and other parameters in hyperbolic-sine equation were calculated according to the method proposed by McQueen et al. and according to the method recently proposed by Kugler et al. The latter yields better results at predicting the maximum values of hot flow curves.
机译:利用Gleeble 1500热机械模拟器在800摄氏度-1200摄氏度的宽温度范围内以0.1 s〜(-1)1,0 S〜(-1)的应变范围对钢制工件进行热压缩实验和8.0 s〜(-1),真实应变为0到0.5。通过CAE神经网络估算热流曲线。应用了恒定平滑度参数和非恒定(椭圆形)平滑度参数的方法。如果我们将后者与通过BP神经网络预测工具钢的流量曲线预测的现有数据(最多7%)进行比较,则证明后者的使用更为精确(最多3.4%),因为所提出的方法效果更好。结果。双曲正弦方程中的活化能和其他参数是根据McQueen等人提出的方法计算的。并根据Kugler等人最近提出的方法。后者在预测热流曲线的最大值时产生更好的结果。

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