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Analysis of Multi-Resources Leveling Problem with Activity Break

机译:具有活动中断的多资源均衡问题分析

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A new kind of multi-resources leveling model allowing activity break is presented in this paper. Some dimensionless variables such as activity breaking rate and breaking delay rate are introduced to solve the instance of activity break in the model. With these variables the time constraints and logical constraints among activities of network plan can be automatically satisfied during the whole computing process. Thus, infeasible solutions can be avoided. Moreover, the model can realize the same function of conventional models without activity break and can fit the instance allowing break of some special activities. Finally, the validity of the model in this paper is verified with the help of genetic algorithm.
机译:本文提出了一种允许活动中断的新型多资源平衡模型。引入了一些无量纲变量,例如活动中断率和中断延迟率,以解决模型中活动中断的实例。利用这些变量,可以在整个计算过程中自动满足网络计划活动之间的时间约束和逻辑约束。因此,可以避免不可行的解决方案。此外,该模型可以实现常规模型的相同功能而不会中断活动,并且可以适合允许中断某些特殊活动的实例。最后,借助遗传算法验证了该模型的有效性。

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