Modeling the Stochastic State Matrix of a Production Line for Optimize its Operational Reliability Using Reinforcement Learning

The development of a production line state determination model aims to create a universal tool for evaluating and optimizing industrial systems. The proposed approach enables real-time analysis of equipment states, prediction of potential failures, and enhancement of overall operational efficiency. The use of Markov chains allows for precise modeling of the sequence of production line states and the probabilities of transitions between them. This stochastic approach improves adaptability to real-world manufacturing conditions, surpassing the capabilities of traditional deterministic methods. The formation of a stochastic state matrix optimizes production processes through advanced data analytics and AI integration. This enables manufacturers to minimize downtime, enhance resource allocation, and improve overall productivity while maintaining operational stability. Transition probability estimation is based on both historical databases and real-time sensor measurements, allowing the model to adapt to various equipment types and operating conditions. AI-driven optimization enhances failure prediction accuracy, ensuring the production line remains efficient under diverse scenarios. By integrating Markov chains with data-driven insights, the approach supports proactive failure prevention and strategic resource management, ultimately improving the reliability and performance of industrial systems.

Authors

Publication Details

Journal
Central Ukrainian Scientific Bulletin Technical Sciences
Published
2025-01-01
DOI
https://doi.org/10.32515/2664-262x.2025.11(42).2.195-203
Primary Topic
Scheduling and Optimization Algorithms
Type
article
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0.00
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article

Modeling the Stochastic State Matrix of a Production Line for Optimize its Operational Reliability Using Reinforcement Learning

Andrii Hrynkiv, Віктор Аулін, Serhii Kovalov, Yuriy Kovalov
Central Ukrainian Scientific Bulletin Technical Sciences
Scheduling and Optimization Algorithms
article

Modeling the Stochastic State Matrix of a Production Line for Optimize its Operational Reliability Using Reinforcement Learning

Andrii Hrynkiv, Віктор Аулін, Serhii Kovalov, Yuriy Kovalov
article en

Abstract

The development of a production line state determination model aims to create a universal tool for evaluating and optimizing industrial systems. The proposed approach enables real-time analysis of equipment states, prediction of potential failures, and enhancement of overall operational efficiency. The use of Markov chains allows for precise modeling of the sequence of production line states and the probabilities of transitions between them. This stochastic approach improves adaptability to real-world manufacturing conditions, surpassing the capabilities of traditional deterministic methods. The formation of a stochastic state matrix optimizes production processes through advanced data analytics and AI integration. This enables manufacturers to minimize downtime, enhance resource allocation, and improve overall productivity while maintaining operational stability. Transition probability estimation is based on both historical databases and real-time sensor measurements, allowing the model to adapt to various equipment types and operating conditions. AI-driven optimization enhances failure prediction accuracy, ensuring the production line remains efficient under diverse scenarios. By integrating Markov chains with data-driven insights, the approach supports proactive failure prevention and strategic resource management, ultimately improving the reliability and performance of industrial systems.

Central Ukrainian Scientific Bulletin Technical SciencesVol. 2(11(42))
Openalex Percentile: Top 80%
Scheduling and Optimization Algorithms
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Modeling the Stochastic State Matrix of a Production Line for Optimize its Operational Reliability Using Reinforcement Learning — Andrii Hrynkiv, Віктор Аулін, et al. · Central Ukrainian Scientific Bulletin Technical Sciences (2025) | TGRS Research Map | TGRS