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A two-stage optimization methodology based on the deconstruction of JSP for second-order energy system

机译:基于JSP解构的二阶能量系统两阶段优化方法

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摘要

Job-shop scheduling problem (JSP), acknowledged as one of the most difficult NP complete hard problems, is a combinatorial optimization problem considering complex constraints conditions. Taking practicability as the principle, this research proposes a two-stage optimization methodology based on the deconstruction of JSP for second-order energy system. First, the complex correlated problem is decomposed into two-stage problems in the levels of tasks and equipments scheduling, the optimization models are developed as a second-order energy system. Second, the embedded tactic is detailed, in which the tasks optimization model is embedded into the equipments allocation model as an objective block based on the analysis on the correlated constraints features. Finally the practical scheduling system is realized, and the experiment demonstrates the efficiency of the two-stage method.
机译:Job-shop调度问题(JSP)被认为是最困难的NP完全困难问题之一,是考虑到复杂约束条件的组合优化问题。本研究以实用性为原则,提出了一种基于JSP解构的二阶能量系统的两阶段优化方法。首先,将复杂的相关问题分解为任务和设备调度级别的两个阶段的问题,并将优化模型开发为二阶能量系统。其次,对嵌入式策略进行了详细的描述,其中基于对相关约束特征的分析,将任务优化模型作为目标块嵌入到设备分配模型中。最后实现了实用的调度系统,并通过实验证明了该两阶段方法的有效性。

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