基于预测可靠性增强参数的快速跟踪设计空间辨识

IF 3.9 2区 工程技术 Q2 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Seyed Saeid Tayebi, Todd Hoare, Prashant Mhaskar
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引用次数: 0

摘要

在工业产品开发中,潜在变量建模工具被广泛用于解决多重共线性和小样本量等挑战。然而,这些方法往往受到预测不确定性的限制,特别是在确定最佳操作条件或配方以实现所需产品特性时。本研究引入了一种方法,利用潜在变量建模对齐指标,包括偏最小二乘法和主成分分析Hotelling T²,预测误差平方和(SPE)和分数对齐指标(hPLS和hPCA),来量化和提高预测可靠性。这些指标被整合到预测可靠性增强参数(PREP)中,这是一种定量测量,旨在识别相对于一般模型不确定性具有更高可靠性的配方。该方法使用基于迭代优化的算法,扩展了知识空间(KS),以有效地确定真正的设计空间(TDS),即使TDS位于KS之外。模拟非线性数据集的验证表明,与传统方法相比,PREP方法可以通过更少的迭代实现预期目标,特别是在数据高度非线性的情况下。因此,PREP方法为提高复杂的、数据驱动的产品设计的预测可靠性提供了一种实用有效的解决方案,在确定最佳配方或操作条件方面提供了更高的准确性和灵活性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Fast-tracking design space identification with the prediction reliability enhancing parameter (PREP)

Fast-tracking design space identification with the prediction reliability enhancing parameter (PREP)
In industrial product development, latent variable modeling tools are widely used to address challenges like multicollinearity and small sample sizes. However, these methods are often limited by prediction uncertainty, particularly when identifying optimal operating conditions or formulations to achieve desired product characteristics. This study introduces a methodology that leverages latent variable modeling alignment metrics, including partial least squares and principal components analysis Hotelling T², Sum of Squared Prediction Errors (SPE), and score alignment metrics (hPLS and hPCA), to quantify and enhance prediction reliability. These metrics are integrated into a Prediction Reliability Enhancing Parameter (PREP), a quantitative measure designed to identify recipes with higher reliability relative to the general model uncertainty. Using an iterative optimization-based algorithm, the methodology expands the Knowledge Space (KS) to efficiently determine the True Design Space (TDS), even when the TDS lies outside the KS. Validation with simulated nonlinear datasets demonstrates that the PREP approach achieves desired targets with significantly fewer iterations compared to conventional methods, particularly in cases in which the data are highly non-linear. The PREP approach thus provides a practical and effective solution for improving prediction reliability in complex, data-driven product design, offering enhanced accuracy and flexibility in identifying optimal formulations or operating conditions.
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来源期刊
Computers & Chemical Engineering
Computers & Chemical Engineering 工程技术-工程:化工
CiteScore
8.70
自引率
14.00%
发文量
374
审稿时长
70 days
期刊介绍: Computers & Chemical Engineering is primarily a journal of record for new developments in the application of computing and systems technology to chemical engineering problems.
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