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A multi-objective mixed integer nonlinear programming model for construction site layout planning to minimise noise pollution and transport costs

机译:用于施工现场布局规划的多目标混合整数非线性规划模型,以最大程度地减少噪声污染和运输成本

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摘要

The achievement of a sustainable industry in the construction sector requires the consideration of environmental and social impacts of the operations involved, along with the traditionally imperative economic factors affecting the construction project. An implicit social and environmental factor commonly linked with construction is the noise pollution resulting from activities taking placing during the various construction stages. The levels of sound recorded at receivers positioned in the vicinity of the construction site may be considerably affected by the site layout adopted. Site layout planning with the objective of minimising the construction noise levels has not been investigated in the available literature. To ensure a balance between economic, social and environmental impacts, the planning of the site should also account for the economic factors associated with the monetary costs of material transportation between facilities, rendering the problem a multi-objective one. This paper presents a novel multi-objective mixed integer nonlinear programming model that minimises noise levels at multiple receivers surrounding the construction site, as well as on-land material transportation costs, through site layout optimisation. An improved transportation cost model accounting for several transportation modes is presented. A Pareto front, listing nondominated global optimum solutions, is obtained for a case study tested using the 8-constraint method. (C) 2015 Elsevier B.V. All rights reserved.
机译:要在建筑业中实现可持续发展的产业,就必须考虑到所涉运营对环境和社会的影响,以及影响建筑项目的传统上必不可少的经济因素。通常与施工相关的一个隐含的社会和环境因素是在各个施工阶段进行活动所产生的噪声污染。在施工现场附近的接收器处记录的声音水平可能会受到所采用的现场布局的很大影响。现有文献尚未研究以最小化建筑噪声水平为目标的场地布局规划。为了确保经济,社会和环境影响之间的平衡,场地的规划还应考虑与设施之间物料运输的金钱成本相关的经济因素,从而使该问题成为多目标的。本文提出了一种新颖的多目标混合整数非线性规划模型,该模型可通过优化场地布局将施工现场周围多个接收器处的噪声水平以及陆上物料运输成本降至最低。提出了一种考虑多种运输方式的改进运输成本模型。对于使用8约束方法进行测试的案例研究,获得了列出非主导全局最优解的Pareto前沿。 (C)2015 Elsevier B.V.保留所有权利。

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