为技术流程创建数字孪生任务的深度学习方法

IF 0.4 4区 物理与天体物理 Q4 PHYSICS, MULTIDISCIPLINARY Moscow University Physics Bulletin Pub Date : 2024-01-17 DOI:10.3103/S0027134923070251
I. S. Lazukhin, M. I. Petrovskiy, I. V. Mashechkin
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引用次数: 0

摘要

摘要 技术过程的数字孪生是一个数学模型的复合体,可以确定过程参数之间的定性和定量依赖关系。它可以根据工艺状态和控制操作,动态预测受控变量和观测变量的值。此外,它还能识别隐藏的依赖关系、状态和影响技术过程的因素,并根据目标、技术限制或财务约束条件选择最佳控制措施。在使用数据驱动方法建立此类模型时,输入数据包括来自生产系统传感器读数的多维时间序列。这项工作的目的是开发、实施和评估应用于石油裂化过程的数字孪生功能子集。所建议方法的关键部分包括数据预处理(其中包括为工厂选择稳定运行期这一挑战)和特征选择(以梯度提升方法为代表)。我们还关注可微预测模型的构建,该模型使用现代深度学习方法,根据动态系统状态和控制来预测受控参数值。此外,我们将可微分神经网络模型作为约束条件、目标函数和状态方程,使用经典最优控制方法解决最优控制问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Deep Learning Methods for Tasks of Creating Digital Twins for Technological Processes

The digital twin of a technological process is a complex of mathematical models that allow the determination of qualitative and quantitative dependencies between process parameters. It can predict the values of controlled and observed variables dynamically, depending on the process state and control actions. Additionally, it can identify hidden dependencies, states, and factors affecting the technological process and implement the selection of optimal control actions based on goals, technological limitations, or financial constraints. When building such models using data-driven methods, the input data consist of multidimensional time series from the production system’s sensor readings. The aim of this work is to develop, implement, and evaluate a subset of the digital twin functionality as applied to the oil cracking process. The key components of the proposed methods include data preprocessing, which encompasses the challenge of selecting stable operational periods for the plant, and feature selection, represented by a gradient boosting approach. We also focus on the construction of differentiable predictive models, which use modern deep learning methods to predict controlled parameter values based on dynamic system states and control. Moreover, we apply differentiable neural network models as constraints, objective functions, and state equations to solve the optimal control problem using a classical optimal control approach.

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来源期刊
Moscow University Physics Bulletin
Moscow University Physics Bulletin PHYSICS, MULTIDISCIPLINARY-
CiteScore
0.70
自引率
0.00%
发文量
129
审稿时长
6-12 weeks
期刊介绍: Moscow University Physics Bulletin publishes original papers (reviews, articles, and brief communications) in the following fields of experimental and theoretical physics: theoretical and mathematical physics; physics of nuclei and elementary particles; radiophysics, electronics, acoustics; optics and spectroscopy; laser physics; condensed matter physics; chemical physics, physical kinetics, and plasma physics; biophysics and medical physics; astronomy, astrophysics, and cosmology; physics of the Earth’s, atmosphere, and hydrosphere.
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