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Multivariate steepest ascent method based on latent variables

机译:基于潜在变量的多变量陡峭上升方法

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This paper presents a multivariate steepest ascent method based on the gradient of the first order principal component score model, with direction, step sizes and shifts driven by an integrated variance mapping. Using a random initial center point guess within regions of minimal prediction error, gradual improvements are done towards the curvature region where a response surface may be properly fitted. Experimentations carried out in such regions allow a large step size since coefficients standard error are very low. In order to illustrate this approach, a Flux-Cored arc welding cladding process of AISI 1020 carbon steel sheets with AISI 316L stainless steel tubular wires was studied considering a full factorial design with four input parameters for correlated pairs of responses. The case study and additional simulations highlights the suitable optimization results obtained with the method and its practical and successful implementation in a real-word manufacturing problem.
机译:本文提出了一种基于第一阶主成分分数模型的梯度的多变量陡峭上升方法,具有由集成方差映射驱动的方向,步长和偏移。在最小预测误差的区域内使用随机初始中心点猜测,朝向弯曲表面可以正确安装曲率区域的逐渐改进。在这些区域中进行的实验允许大的阶梯尺寸,因为系数标准误差非常低。为了说明这种方法,考虑完整的因子设计,研究了AISI 1020碳钢板的助焊剂1020碳钢板的磁通弧焊覆盖过程,用于考虑具有用于相关响应对的四个输入参数的完整因子设计。案例研究和额外的模拟突出了使用该方法获得的合适的优化结果及其在实际制造问题中的实际和成功实现。

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