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基于模拟的区间和随机不确定性下流域水质管理的双层多目标规划模型。

A simulation-based bi-level multi-objective programming model for watershed water quality management under interval and stochastic uncertainties.

机构信息

(a)Research Center for Eco-environmental Engineering, Dongguan University of Technology, Dongguan, 523808, China.

Institute of Environmental and Ecological Engineering, Guangdong University of Technology, Guangzhou, 510006, China.

出版信息

J Environ Manage. 2019 Sep 1;245:418-431. doi: 10.1016/j.jenvman.2019.05.125. Epub 2019 Jun 1.

Abstract

A simulation-based interval stochastic bi-level multi-objective programming (SISBLMOP) model was proposed in this research, through integrating the global nutrient export from watersheds model, interval parameter programming and stochastic chance-constrained programming into a general bi-level multi-objective programming framework. The SISBLMOP model can handle multiple uncertainties expressed as discrete intervals and probability density functions in both the simulation and optimization processes. System complexities, including the hierarchy structure of upper- and lower-level decision makers, can also be addressed in the model. The proposed model is applied to a real-world case study of the Xinfengjiang Reservoir Watershed in South China to identify the satisfactory implementation levels of multiple best management practices (BMPs). The model results show that multiple BMP schemes for water quality management can be obtained under different upper- and lower-level decision-making and risk-violation scenarios, reflecting the cooperation and gaming results of the two-level decision makers. Consequently, the corresponding BMP implementation costs are acceptable to both the upper- and lower-level decision makers. The model is widely applicable and can be effectively used for water quality management under multiple uncertainties and complexities.

摘要

本研究提出了一种基于仿真的区间随机双层多目标规划(SISBLMOP)模型,通过将流域的全局养分输出模型、区间参数规划和随机机会约束规划集成到一个通用的双层多目标规划框架中。SISBLMOP 模型可以在仿真和优化过程中处理表示为离散区间和概率密度函数的多种不确定性。该模型还可以解决包括上层和下层决策者层次结构在内的系统复杂性问题。该模型应用于中国南方新丰江流域的实际案例研究,以确定多种最佳管理实践(BMP)的满意实施水平。模型结果表明,在不同的上层和下层决策以及风险违规情景下,可以获得多种水质管理 BMP 方案,反映了两个层次决策者的合作和博弈结果。因此,相应的 BMP 实施成本对上层和下层决策者都是可以接受的。该模型具有广泛的适用性,可有效用于多种不确定性和复杂性下的水质管理。

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