Industry 4.0 targets the conversion of the traditional industries into intelligent ones through technological revolution. This revolution is only possible through innovation, optimization, interconnection, and rapid decision-making capability. Numerical models are believed to be the key components of Industry 4.0, facilitating quick decision-making through simulations instead of costly experiments. However, numerical investigation of precise, high-fidelity models for optimization or decision-making is usually time-consuming and computationally expensive. In such instances, data-driven surrogate models are excellent substitutes for fast computational analysis and the probabilistic prediction of the output parameter for new input parameters. The emergence of Internet of Things (IoT) and Machine Learning (ML) has made the concept of surrogate modeling even more viable. However, these surrogate models contain intrinsic uncertainties, originate from modeling defects, or both. These uncertainties, if not quantified and minimized, can produce a skewed result. Therefore, proper implementation of uncertainty quantification techniques is crucial during optimization, cost reduction, or safety enhancement processes analysis. This chapter begins with a brief overview of the concept of surrogate modeling, transfer learning, IoT and digital twins. After that, a detailed overview of uncertainties, uncertainty quantification frameworks, and specifics of uncertainty quantification methodologies for a surrogate model linked to a digital twin is presented. Finally, the use of uncertainty quantification approaches in the nuclear industry has been addressed.
翻译:工业4.0的目标是通过技术革命将传统产业转化为智能产业。这场革命只能通过创新、优化、互连和快速决策能力来实现。数字模型被认为是工业4.0的关键组成部分,通过模拟而不是昂贵的实验促进快速决策。然而,对精确的、高忠诚的优化或决策模型进行数字调查通常需要时间和计算成本高昂。在这种情况下,数据驱动的替代模型是快速计算分析和对新投入参数产出参数的概率预测的极好替代品。互联网(IoT)和机器学习(ML)的出现使得代用模型的概念更加可行。但是,这些代用模型模型含有内在的不确定性,源于模型缺陷,或两者都有。这些不确定性即使没有量化和尽量减少,也会产生扭曲的结果。因此,在优化、降低成本或加强安全进程分析过程中,正确采用不确定性量化技术至关重要。本章首先简要概述了代用模型模型、转让学习、IoT和机器学习(ML)概念的概念使得代用代用模型模型模型模型模型进行的概念更可行,最后将不确定性与数字量化框架联系起来。随后,对数字不确定性进行了详细的分析,对数字不确定性作了双重分析。