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Multiobjective Construction Schedule Optimization Using Modified Niched Pareto Genetic Algorithm

机译:改进的局部Pareto遗传算法在多目标施工进度优化中的应用

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A construction schedule must satisfy multiple project objectives that often conflict with each other. While several earlier approaches attempted to generate optimal schedules in terms of several criteria, most of their optimization processes were segmented into multiple steps. Owing to such a lack of simultaneous optimization, limited alternative solutions could be searched and some trade-offs between goals could not be identified. This paper presents an optimization approach that enables a simultaneous search for an optimal construction schedule in terms of three objectives: minimization of construction duration, cost, and resource fluctuation. A multiobjective optimization (MOO) approach was adopted to generate scheduling solutions considering all those objectives. To enable a simultaneous optimization, we propose a new data structure that can compute the performances of solutions in terms of all the objectives at the same time. A Niched Pareto Genetic Algorithm (NPGA) is modified to facilitate the optimization procedure. Then the proposed optimization approach is implemented in an existing case study. The result indicates that the proposed approach has the capability to explore and generate a greater range of solutions compared to existing models. Trade-offs between all three objectives are identified, limitations and further research needs are discussed. (C) 2015 American Society of Civil Engineers.
机译:施工进度表必须满足经常相互冲突的多个项目目标。虽然一些较早的方法试图根据几个标准生成最佳计划,但大多数优化过程却被分为多个步骤。由于缺乏同时优化,因此只能搜索有限的替代解决方案,并且无法确定目标之间的某些取舍。本文提出了一种优化方法,该方法可以根据三个目标同时搜索最佳施工进度:最小化施工工期,成本和资源波动。考虑到所有这些目标,采用了多目标优化(MOO)方法来生成调度解决方案。为了实现同时优化,我们提出了一种新的数据结构,该结构可以同时根据所有目标计算解决方案的性能。修改了Nichoed Pareto遗传算法(NPGA)以促进优化过程。然后,在现有案例研究中实施所提出的优化方法。结果表明,与现有模型相比,该方法具有探索和生成更大范围解决方案的能力。确定所有三个目标之间的取舍,讨论局限性和进一步的研究需求。 (C)2015年美国土木工程师学会。

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