Mezher Marwan T, Pereira Alejandro, Shakir Rusul Ahmed, Trzepieciński Tomasz
Departamento de Deseño na Enxeñaría, Universidade de Vigo, 36310, Vigo, Spain.
Institute of Applied arts, Middle Technical University, Baghdad, 10074, Iraq.
Heliyon. 2024 Dec 4;10(24):e40898. doi: 10.1016/j.heliyon.2024.e40898. eCollection 2024 Dec 30.
The use of a composite welded joint consisting of titanium and austenitic stainless steel metals is evidently a favourable selection for industrial applications employing the resistance spot welding (RSW) operation. Nevertheless, achieving a high-quality welded joint proved challenging owing to the properties of the diverse range of materials' used. To improve the quality of dissimilar welded joints, the welding parameters should be selected precisely. With that in mind, the current research endeavoured to figure out the ideal RSW parameters for a dissimilar resistance spot-welded joint between grade 2 titanium alloy (Ti) and AISI 304 austenitic stainless steel (ASS) with equal and unequal thicknesses of 0.5 and 1 mm. The RSW cases based on the selected thickness were referred to as the following: similar thickness of 1 mm for Ti and ASS as case E, dissimilar thickness of 0.5 mm for Ti and 1 mm for ASS as case F, dissimilar thickness of 0.5 mm for ASS and 1 mm for Ti as case I, and similar thickness of 0.5 mm as case J. Tensile shear force, failure mode, and micro-hardness were the metrics used to assess the dissimilar joint's soundness. The RSW variables utilized in the scope of the present investigation were "welding current, pressure, welding time, squeeze time, holding time, and pulse welding". Models from gradient boosting, CatBoost, and random forest machine learning (ML) algorithms were used to guarantee an accurate analysis, along with the artificial neural network regressions. Therefore, the ML and artificial neural network (ANN) models were trained using real data collected from 100 experimental RSW samples conducted under different RSW process parameters. Various transfer and training functions were applied with the multilayer perceptron employing the feed-forward-back propagation approach when building the ANN models. Also, for the first time in the RSW field, an estimation of the relative importance of the RSW variables regarding the predicted shear force is presented in the current study. Evaluating the experimental findings demonstrated that the highest shear force was 2.183, 2.589, 1.708, and 1.851 kN for cases E, F, I, and J. The micro-hardness data indicated that the nugget zone had a much higher hardness than the heat-affected zone (HAZ) and base metal (BM) zones, wherein case F showed the peak nugget hardness in comparison to the other cases. The best prediction model was found to be the ANN model when training the conjugate gradient with the Polak-Ribiere updates (Traincgp) training function with the hyperbolic tangent sigmoid transfer function (Tansig) with the mean squared error (MSE) and correlation coefficient (R) values recorded as 0.01886 and 0.94973, respectively. However, the random forest algorithm gave the second best prediction of the MSE while the CatBoost and gradient boosting algorithms were third and fourth, respectively. The automotive and aerospace sectors are anticipated to benefit from the present research in applications associated with body component production that result in a superior strength-to-weight ratio.
使用由钛和奥氏体不锈钢金属组成的复合焊接接头显然是采用电阻点焊(RSW)操作的工业应用的一个有利选择。然而,由于所使用的材料种类繁多,要获得高质量的焊接接头被证明具有挑战性。为了提高异种焊接接头的质量,应精确选择焊接参数。考虑到这一点,当前的研究致力于找出2级钛合金(Ti)和AISI 304奥氏体不锈钢(ASS)之间厚度相等和不相等(分别为0.5毫米和1毫米)的异种电阻点焊接头的理想RSW参数。基于所选厚度的RSW情况如下:Ti和ASS的厚度均为1毫米的相似厚度情况E、Ti为0.5毫米且ASS为1毫米的不同厚度情况F、ASS为0.5毫米且Ti为1毫米的不同厚度情况I以及厚度均为0.5毫米的相似厚度情况J。拉伸剪切力、失效模式和显微硬度是用于评估异种接头质量的指标。本研究范围内使用的RSW变量为“焊接电流、压力、焊接时间、挤压时间、保持时间和脉冲焊接”。使用梯度提升、CatBoost和随机森林机器学习(ML)算法的模型以及人工神经网络回归来确保准确分析。因此,ML和人工神经网络(ANN)模型使用从在不同RSW工艺参数下进行的100个实验RSW样本收集的实际数据进行训练。在构建ANN模型时,对多层感知器应用了各种传递和训练函数,并采用前馈-反向传播方法。此外,在RSW领域中,本研究首次给出了关于预测剪切力的RSW变量相对重要性的估计。对实验结果的评估表明,情况E、F、I和J的最高剪切力分别为2.183、2.589、1.708和1.851千牛。显微硬度数据表明,熔核区的硬度远高于热影响区(HAZ)和母材(BM)区,其中情况F与其他情况相比显示出熔核硬度峰值。当使用带有双曲正切Sigmoid传递函数(Tansig)的共轭梯度与Polak-Ribiere更新(Traincgp)训练函数进行训练时,发现最佳预测模型是ANN模型,记录的均方误差(MSE)和相关系数(R)值分别为0.01886和0.94973。然而,随机森林算法给出了第二好的MSE预测,而CatBoost和梯度提升算法分别位列第三和第四。预计汽车和航空航天领域将从本研究中受益,这些研究应用于与车身部件生产相关的领域,从而实现卓越的强度重量比。