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CPM/LOB Scheduling Method for Project Deadline Constraint Satisfaction

机译:项目截止日期约束满意度的CPM / LOB调度方法

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This paper presents a methodology to improve CPM/LOB scheduling method for deadline constraint satisfaction. A complete and simple heuristic approach called "heuristic line of balance" (HLOB) is introduced for scheduling projects with serial activities. It employs four heuristic rules and their appropriate combination in addition to seeking CPM/LOB initial calculation. As an improvement to the HLOB algorithm, the "search-based heuristic line of balance" (SHLOB) algorithm is also presented, which is more efficient as projects grow in size. Finally, a complete mathematical version of the LOB model in the form of mixed integer nonlinear programming (MINLP) is applied for verification of the proposed models. Two simple case studies and a hypothetical large-scale highway project are used to test the performance of the improved models. Due to the results of this paper, HLOB and SHLOB are able to present optimumear optimum solutions in a much more economical way that may justify their widespread use.
机译:本文提出了一种改进CPM / LOB调度方法以实现期限约束约束的方法。引入了一种完整而简单的启发式方法,称为“启发式平衡线”(HLOB),用于计划具有串行活动的项目。除了寻求CPM / LOB初始计算之外,它还采用了四个启发式规则及其适当的组合。作为对HLOB算法的改进,还提出了“基于搜索的启发式平衡线”(SHLOB)算法,该算法随着项目规模的增加而更加有效。最后,采用混合整数非线性规划(MINLP)形式的LOB模型的完整数学版本用于验证所提出的模型。使用两个简单的案例研究和一个假设的大型公路项目来测试改进模型的性能。由于本文的结果,HLOB和SHLOB能够以更经济的方式提供最佳/接近最佳解决方案,这可能证明它们的广泛使用是合理的。

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