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Prediction of residual stresses in turning of pure iron using artificial intelligence-based methods

机译:用基于人工智能的方法预测纯铁转动纯铁的损伤

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Residual stresses (RS) induced in machined components have substantial impact on the quality and lifetime of the final products. There are several cutting parameters and conditions that affect the generation of RS, so understanding the relationship between the RS generation and those parameters to minimize the induced tensile RS is a crucial issue. This paper presents a study on the utilization of artificial intelligence-based methods to model the RS generation during dry turning of DT4E pure iron. The experiments were designed based on central composite design method. The effects of the cutting parameters such as cutting speed, feed and cutting depth on the generated RSes in both circumferential and radial directions are investigated. Two hybrid artificial neural network (ANN) models are used to predict the process responses after training them using the experimental results. The prediction accuracy of the two models are enhanced via integration with two different metaheuristic optimization algorithms, namely particle swarm optimization (PSO) and flower pollination algorithm (FPA). These optimization algorithms are used as subroutine algorithms to determine the optimal parameters of the ANN model. The predicted results by the proposed models were compared with the experimental results as well as those obtained by standalone ANN. The accuracy of all models was evaluated using different statistical measures. The ANN-FPA had the best prediction accuracy followed by ANN-PSO. The coefficient of determination of ANN-FPA has high values of 0.996 and 0.997 for radial RS and circumferential RS, while they were 0.971 and 0.992 for ANN-PSO and 0.649 and 0.815 for standalone ANN.
机译:机加工组件中诱导的残余应力(RS)对最终产品的质量和寿命具有大量影响。有几种切割参数和条件影响Rs的产生,因此了解RS生成和最小化诱导的拉伸Rs的参数之间的关系是一个重要问题。本文介绍了利用基于人工智能的方法,以在DT4E纯铁的干式转动期间模拟RS发电。基于中央复合设计方法设计了实验。研究了切割参数的影响,例如在圆周和径向上产生的切削速度,进料和切削深度在产生的RSE之间。两个混合人工神经网络(ANN)模型用于使用实验结果训练后预测过程响应。通过与两种不同的成像优化算法集成,即粒子群优化(PSO)和花授粉算法(FPA),通过集成来增强两种模型的预测精度。这些优化算法用作子程序算法以确定ANN模型的最佳参数。将所提出的模型的预测结果与实验结果以及由独​​立ANN获得的结果进行比较。使用不同的统计措施评估所有模型的准确性。 Ann-FPA具有最好的预测准确性,然后是Ann-PSO。 Ann-FPA的测定系数具有0.996和0.997的高值,用于径向RS和周向RS,而Ann-PSO为0.971和0.992,对于独立ANN的0.649和0.815。

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