可拓学与约束理论交叉视角下的生产优化问题识别方法

    A Study on Problem Identification of Production Optimization Based on Extenics and Theory of Constraints

    • 摘要: 随着智能制造与复杂系统工程的快速发展,工业系统的结构与运行模式日趋复杂,系统问题呈现出多层次、动态性与耦合性的特征。本文在可拓学问题求解方法的基础上,结合约束理论的系统优化思想,将复杂系统中由目标偏离、约束受限和结构冲突引发的多层问题划分为真问题、瓶颈问题与核问题3层,提出了系统问题识别和优化方法。结合可拓学与约束理论的理论与方法,构建了基于蕴含分析的真问题识别方法、基于基元建模方法和关联函数的瓶颈问题识别方法,以及基于当前现实树和蕴含分析方法的核问题分析方法,并进一步结合可拓学解决矛盾问题的理论和方法,形成了从系统目标识别到约束定位再到关键矛盾求解的系统化路径。通过制造企业生产线改进案例,验证了该方法的可行性和有效性。研究表明,将可拓学的形式化建模优势与约束理论的系统导向思想相结合,可为复杂系统问题的系统化识别与求解提供新的理论和方法支撑,也为工业工程与智能制造领域的问题分析和优化决策提供了新思路。

       

      Abstract: With the rapid development of intelligent manufacturing and complex systems engineering, industrial systems have become increasingly complex, and their problems show multi-level, dynamic, and coupled characteristics. Based on Extenics and the Theory of Constraints (TOC), this paper classifies complex system problems into three layers: real problems, bottleneck problems, and core problems, and proposes a corresponding identification and optimization method. Specifically, a real problem identification method based on implication analysis, a bottleneck problem identification method based on basic-element modeling and correlation functions, and a core problem analysis method based on the Current Reality Tree and implication analysis are developed. A systematic path from system goal identification to constraint localization and key contradiction resolution is then formed. A manufacturing production-line case is used to verify the feasibility and effectiveness of the proposed method. The results show that the integration of Extenics and TOC can support the systematic identification and resolution of complex system problems, and provide useful insights for problem analysis and optimization decision-making in industrial engineering and intelligent manufacturing.

       

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