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Prediction of Mechanical Properties of Ti-6Al-4V using Neural Network

机译:用神经网络预测TI-6AL-4V的力学性能

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Objective of this study is to develop simulation for predicting mechanical properties of Ti-6Al-4V alloy. Rockwell Hardness (HRC), Ultimate tensile strength (UTS) and elongation (ε) are predicted by using Neural Network (NN) with multilayer feedforward architecture. The input of simulations are chemical compositions of Ti-alloy at room temperature. The data of the mechanical properties which are reported by other researchers are used for the NN training and Gradient Descent (GD) and Lavenberg Marquardt (LM) are applied as methods of learning algorithms. The results of training by both methods are compared in order to obtain high performance of output criteria which are determined by a Normalized Root Mean Square Error (NRMSE). is used to determine the performance of output criteria. In training, the NRMSE output calculated by GD algorithm show that HRC, UTS and ε are 0.024, 0.0717 and 0.1375 respectively, while LM algorithm for HRC, UTS and ε are 0.0207, 0.0689 and 0.1150, respectively. The NRMSE predicted output of GD algorithm for HRC, UTS, and ε are 0.0658, 0.0338 and 0.2994, while LM algorithm for HRC, UTS and ε are 0.0371, 0.1192 and 0.5487 respectively. In training, values of NRMSE calculated by LM algorithm is smaller than GD algorithm. These results suggest that LM algorithm shows excellent ability for training, however the GD method is more appropriate for the training algorithm in order to obtain a high performance of output criteria. It can be concluded that the NN can be applied for predicting mechanical properties of Ti-6Al-4V alloys.
机译:本研究的目的是开发用于预测Ti-6Al-4V合金的机械性能的模拟。利用多层前馈架构使用神经网络(NN)预测Rockwell硬度(HRC),最终拉伸强度(UTS)和伸长率(ε)。模拟的输入是室温下Ti合金的化学组​​成。其他研究人员报告的机械性能的数据用于NN训练和梯度下降(GD)和Lavenberg Marquardt(LM)作为学习算法的方法。通过两种方法进行培训的结果,以获得高性能的输出标准,该标准由归一化的根均方误差(NRMSE)确定。用于确定输出标准的性能。在训练中,GD算法计算的NRMSE输出显示,HRC,UTS和ε分别为0.024,0.0717和0.1375,而HRC,UTS和ε的LM算法分别为0.0207,0.0689和0.1150。用于HRC,UTS和ε的GD算法的NRMSE预测输出为0.0658,0.0338和0.2994,而HRC,UTS和ε的LM算法分别为0.0371,0.1192和0.5487。在训练中,LM算法计算的NRMSE值小于GD算法。这些结果表明,LM算法显示出良好的训练能力,但是GD方法更适合于训练算法,以获得高性能的输出标准。可以得出结论,NN可以应用于预测Ti-6Al-4V合金的机械性能。

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