基于数据分析的控制系统决策

D. Kovaliuk, Ruslan Osipa, Victoria Кondratova
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The production of methanol under reduced pressure is a multi-stage process, and the emergence of problems at some stage will adversely affect further work and the end result. \nNote that there are all problems related to the performance of technological processes in the production of methanol, which are described above. Therefore, another task is to forecast emergencies, taking into account the indicators of all stages in the process. The development of models for forecasting emergencies and controlling thermal regimes and their further integration into the existing automatic process control system is proposed to be performed according to the principles of industrial revolution – Industry 4.0. \nImportant components of Industry 4.0 are the Internet of Things, data analysis, and digital duplicates. 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引用次数: 1

摘要

技术过程总是伴随着对既定模式的偏离,这是由于许多外部和内部因素的影响。环境参数、输入原料的成分和工艺设备的条件是不断变化的,这就需要解决寻找最佳控制参数的问题,在某些情况下,还需要解决过程本身的参数问题。大多数行业都专注于获得具有给定质量水平的最终产品。工艺过程参数的变化可能会使产品质量恶化,造成缺陷,甚至出现紧急情况。为了防止这种情况,使用了预测方法。基于实验数据构建预测模型的任务与广泛的工艺过程相关。今天,预测模型被广泛应用于管理、诊断和识别。这些模型绝大多数是基于人工智能技术或数理统计方法。最广泛的预测模型应用于银行、保险、商业经济、医学、技术部件和设备的诊断以及技术过程参数的预测等领域。尽管模型开发和应用的算法已经很成熟,但仍然存在的主要问题是获取数据,选择合适的模型结构,并将模型集成到现有的控制系统中。本文对减压制甲醇工艺过程的参数进行了预测。减压甲醇的生产是一个多阶段的过程,在某一阶段出现问题会对进一步的工作和最终结果产生不利影响。请注意,在甲醇生产中存在的所有问题都与上述工艺流程的性能有关。因此,另一项任务是预测紧急情况,同时考虑到这一过程中所有阶段的指标。根据工业革命-工业4.0的原则,建议开发预测紧急情况和控制热状态的模型,并将其进一步集成到现有的自动过程控制系统中。工业4.0的重要组成部分是物联网、数据分析和数字复制。这些组件中的每一个都解决了部分问题,它们共同提供了生产的完全自动化,实时过程指标的预测和最优控制的计算。根据工业4.0的组件,减压甲醇生产过程可以完全自动化。首先,有一种仪器,它允许随着时间的推移获得技术过程的价值。其次,给定适度大小的这些数据,人们可以获得控制对象的模型,执行它们的软件实现,并使用它们来计算最优控制或预测过程的状态。本文提出了一种基于实验数据构建虚拟模型的方法,并将其进一步应用于工艺参数的实际值。采用回归模型建立了预测温度变化的模型。回归分析可以检查参数的统计显著性,评估模型的充分性和准确性,并确定所研究现象之间关系的性质和密切程度。预测工作场所紧急(不利)情况的发生也很重要。为此目的,有必要根据技术条例确定这些情况的清单,并制定预测紧急情况的模型。预测紧急情况的模型有多种形式。决策树就是其中之一。它将被开发用于生产甲醇。所得到的树是依赖于专家在解决紧急情况相关问题时的推理的口头(语义)模型的图形结构。这是一种网络结构,其节点表示控制对象与正常操作模式的潜在偏差。生成的树用于解决预测和诊断问题。在实际应用中,决策树在软件中被实现为“if - then”规则集。该软件被用作与现有自动过程控制系统相关的更高级别系统的元素。
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Decision making in control systems based on data analysis
Technological processes are always accompanied by deviations from the set mode, which is due to the influence of many external and internal factors. The environmental parameters, the components of input raw materials, and the condition of technological equipment are constantly changing, which requires solving the problem of finding the optimal control parameters and, in some cases, the parameters of the process itself. Most industries are focused on obtaining the final product with a given level of quality. Changes in parameters of the technological process may deteriorate the quality of production and cause defects or even emergency situations. To prevent this, forecasting methods are used. The task of constructing predictive models based on experimental data is relevant for a wide range of technological processes. Today, predictive models are widely used in management, diagnosis and identification. The vast majority of these models are based on artificial intelligence technologies or methods of mathematical statistics. The most widespread forecasting models find application in areas such as banking, insurance, business economics, medicine, diagnostics of technical components and equipment, and forecasting the parameters of technological processes. Despite the well-developed algorithm for model development and application, the main problem that remains is to acquire data, select an appropriate model structure, and integrate the model into existing control systems. The paper will predict the parameters of the technological process of methanol production under reduced pressure. The production of methanol under reduced pressure is a multi-stage process, and the emergence of problems at some stage will adversely affect further work and the end result. Note that there are all problems related to the performance of technological processes in the production of methanol, which are described above. Therefore, another task is to forecast emergencies, taking into account the indicators of all stages in the process. The development of models for forecasting emergencies and controlling thermal regimes and their further integration into the existing automatic process control system is proposed to be performed according to the principles of industrial revolution – Industry 4.0. Important components of Industry 4.0 are the Internet of Things, data analysis, and digital duplicates. Each of these components solves a partial problem and, collectively, they provide full automation of production, forecasting of real-time process indicators, and calculation of optimal control. The process of methanol production under reduced pressure can be fully automated in accordance with the components of Industry 4.0. First, there is instrumentation that allows the values of technological process to be obtained over time. Second, given a moderate size of these data, one can obtain models of control objects, perform their software implementation, and use them to calculate optimal control or predict the state of the process. The paper proposes a variant of constructing a virtual model based on experimental data and its further use with actual values ​​of process parameters. A regression model was chosen to develop a model for predicting the temperature regime. Regression analysis allows checking the statistical significance of the parameters, assessing the adequacy and accuracy of the model, and establishing the nature and closeness of the relationship between the studied phenomena. It is also important to predict the occurrence of emergency (adverse) situations at the workplace. For this purpose, it is necessary to determine a list of these situations according to the technological regulations and develop a model for forecasting emergencies. There are various forms of presenting a model for forecasting emergencies. A decision tree is one of them. It will be developed for the production of methanol. The resulting tree is a graphical structure of the verbal (semantic) model relying on the expert's reasoning in solving problems related to emergencies. This is a network structure, whose nodes indicate potential deviations of the control object from the normal mode of operation. The resulting tree is used to solve forecasting and diagnosing problems. For practical use, the decision tree is implemented in software as an "if - then" set of rules. The software is used as an element of a higher-level system in relation to the existing automatic process control system.
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