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Neural network-based assessment of the stress concentration factor in a T-welded joint

机译:基于神经网络的T型焊接接头应力集中系数评估

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The capability of an artificial neural network-based model in calculation of the stress concentration factor in non load carrying T-welded joints was investigated in this study. A number of numerical models using the finite element method were assessed in order to evaluate the effect of changes in different geometrical parameters on the stress concentration factor of the configuration under investigation. The joint was analyzed in as-welded and TIG-dressed conditions for three cases of membrane, bending and membrane-bending loading, which are typical loading cases experienced by this type of joint. Taguchi methods were used for the design of experiments, leading to >320 models with different variable values. An artificial neural network technique was utilized to evaluate data from the finite element models and establish a relationship between the affecting variables in each condition and loading case. Optimizations were then performed using a genetic algorithm in order to establish the best combination of variables leading to the optimized stress concentration factor at each joint condition and loading case. Training and validation of the neural network-based model enables prediction of situations that have not been modeled. Prediction of stress concentration factors by the proposed model yielded perfect agreement with finite element results even for configurations in which the local weld parameters were outside the ranges for which the network was trained. The use of empirical equations for stress concentration factor calculation, however, gave clearly erroneous results. (C) 2016 Elsevier Ltd. All rights reserved.
机译:本研究研究了基于人工神经网络的模型在非承载T型焊接接头中应力集中因子计算中的能力。为了评估不同几何参数的变化对所研究结构的应力集中系数的影响,对使用有限元方法的许多数值模型进行了评估。在焊接和TIG修饰的条件下分析了三种情况下的膜,弯曲和膜弯曲载荷,这是这种类型接头的典型载荷情况。 Taguchi方法用于实验设计,从而产生了> 320个具有不同变量值的模型。人工神经网络技术用于评估有限元模型中的数据,并建立每种情况下的影响变量与荷载工况之间的关系。然后使用遗传算法进行优化,以建立变量的最佳组合,从而在每个关节条件和载荷情况下产生优化的应力集中系数。训练和验证基于神经网络的模型可以预测尚未建模的情况。所提出的模型对应力集中因子的预测即使在局部焊接参数超出训练网络范围的配置中也能与有限元结果完全吻合。但是,将经验方程式用于应力集中系数计算显然得出了错误的结果。 (C)2016 Elsevier Ltd.保留所有权利。

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