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Uncertainty quantification and robust modeling of selective laser melting process using stochastic multi-objective approach

机译:随机多目标方法对选择性激光熔化过程的不确定度量化和鲁棒建模

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摘要

Selective laser melting (SLM) is a popular additive manufacturing process that creates 3D metal parts by fusing fine metal powders together. Modeling and optimization of SLM prototypes has been extensively studied deterministically in the literature considering different properties such as bead width, compressive strength, and tensile strength. However, due to existence of uncertainty sources in input parameters, material properties, and measurement instruments, it is very desirable to develop robust methods to deal with such uncertainties. In this paper, a multi-objective genetic programming algorithm integrating Monte Carlo simulations (MCSs) has been used for modeling and prediction of the bead width of prototypes in SLM process by taking into account probabilistic uncertainty in experimental data. The necessity of such probabilistic robust approach is shown by stochastic analysis and uncertainty quantification (UQ) of existing deterministic mathematical models in the literature. The objective functions that have been considered for multi-objective modeling process are the mean and standard deviation of the training errors, prediction errors, and the number of nodes which the latter is employed to use as a complexity index of the evolved GP-type models. The robustness of both deterministic and probabilistic models are compared and shown based on the cumulative distribution function (CDF) and probability density function (PDF) of statistical performance of objective functions. The results reveal that the suggested deterministic models in the literature are not trustworthy for practical usages due to large variations in objective functions while the model proposed by this study shows an acceptable robustness performance.
机译:选择性激光熔化(SLM)是一种流行的增材制造工艺,该工艺通过将精细的金属粉末融合在一起来创建3D金属零件。 SLM原型的建模和优化已在文献中进行了确定性的研究,其中考虑了不同的属性,例如胎圈宽度,抗压强度和拉伸强度。但是,由于在输入参数,材料特性和测量仪器中存在不确定性来源,因此非常需要开发鲁棒的方法来处理此类不确定性。在本文中,考虑到实验数据中的概率不确定性,已使用一种集成了蒙特卡洛模拟(MCS)的多目标遗传规划算法对SLM过程中原型的珠宽度进行建模和预测。文献中现有的确定性数学模型的随机分析和不确定性量化(UQ)表明了这种概率鲁棒方法的必要性。多目标建模过程已考虑的目标函数是训练误差,预测误差和节点数的均值和标准差,后者被用作演化的GP型模型的复杂性指标。基于目标函数统计性能的累积分布函数(CDF)和概率密度函数(PDF),比较并显示了确定性模型和概率模型的鲁棒性。结果表明,由于目标函数的巨大差异,文献中建议的确定性模型对于实际应用不可靠,而本研究提出的模型显示了可接受的鲁棒性。

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