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An approach to specification simplification in automated manufacturing systems using invariance and inequality analysis

机译:一种使用不变性和不等式分析的自动化制造系统中的规范简化方法

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Supervisory control techniques (SCTs), as one of the fundamental researches in the domain of automated manufacturing systems, implement specifications upon a plant model, leading the system to tendentiously desired behaviors. Generalized Mutual Exclusion Constraints (GMECs) are a typical kind of SCTs which correspond to a linear supervisory specification in the context of Petri nets (PNs). Given a set of admissible GMECs, supervisor simplification is needed to reduce implementation cost and mitigate fabrication complexity. In this paper, two methods are proposed and improved in the paradigm of arbitrary GMECs simplification. For the method based on P-invariant control, it develops in the semantics of PN structure analysis, exhibiting drawbacks like low computational efficiency, high failure probability, and definite failure to control weakly L-dependent inequalities. On the contrary, for the method based on inequality analysis, it germinates on the ground of algebra theory, tackling both L- and L-dependent inequalities. Experimental results show the effectiveness and efficiency of supervisor simplification based on inequality analysis.
机译:监督控制技术(SCT)作为自动化制造系统领域的基础研究之一,根据工厂模型实施规范,从而使系统趋向于期望的行为。通用互斥约束(GMEC)是一种典型的SCT,它对应于Petri网(PN)上下文中的线性监管规范。给定一组允许的GMEC,需要简化主管以降低实施成本并降低制造复杂性。本文提出了两种方法,以简化任意GMEC的范式进行了改进。对于基于P不变控制的方法,它是在PN结构分析的语义上发展起来的,具有计算效率低,失败概率高和控制L依赖不等式的确定性失败等缺点。相反,对于基于不等式分析的方法,它以代数理论为基础发芽,同时解决了L和L相关的不等式。实验结果表明,基于不等式分析,简化监督者的有效性和效率。

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