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Experimental Uncertainties affecting the Accuracy of Stress-Strain Equations by the Example of a Hensel-Spittel Approach

机译:通过Hensel-Spittel方法的实施例影响应力 - 应变方程准确性的实验不确定性

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The accuracy of numerical simulations in metal forming highly depends on the description of the plastic flow behavior. Due to experimental uncertainties flow curves recorded at equal testing conditions (combinations of temperature and strain rate) show scatter. This scatter influences the fit of material models and the resulting fit parameters. In this paper, factors causing uncertainties and systematic errors as well as ways to statistically describe uncertainties in the flow stress are analyzed by means of finite element simulations and experimental analyses of compression tests. To this end, compression tests were conducted for a 25MoCr4 steel to record flow curves for various temperatures and strain rates. To grasp experimental uncertainties, each experiment was repeated five times. The well known Bootstrap method was applied to characterize the uncertainties in fitting a Hensel-Spittel flow curve model to the experimental data. This method is compared with an alternative strategy of resampling the experimental data regarding the confidence intervals of the predictions made with the model.
机译:金属成形中数值模拟的准确性高度取决于塑料流动的描述。由于实验性的不确定性流动曲线在等于测试条件下记录(温度和应变率的组合)显示散射。该散射影响材料模型的拟合和所得的拟合参数。在本文中,通过有限元模拟分析了导致不确定性和系统误差以及在流量应力中进行统计描述的方法的因素分析和压缩测试的实验分析。为此,对25mocr4钢进行压缩测试以记录各种温度和应变速率的流动曲线。为了掌握实验性的不确定性,每次实验重复五次。众所周知的引导方法被应用于表征将Hensel-Spittel流曲线模型配合到实验数据的不确定性。将该方法与重新采样实验数据的替代策略进行比较,这是关于用模型所做的预测的置信区间的实验数据。

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