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基于不同排水片区的低影响开发措施优化方案选取
引用本文:韩璐遥,叶兴成,王 飞,朱程亮,栾 慕,周 宏,刘 俊.基于不同排水片区的低影响开发措施优化方案选取[J].水资源与水工程学报,2018,29(1):160-165.
作者姓名:韩璐遥  叶兴成  王 飞  朱程亮  栾 慕  周 宏  刘 俊
作者单位:河海大学水文水资源学院;宿迁市水务局;
基金项目:国家自然科学基金项目(41471015)
摘    要:以福建省龙岩市中心城区为例,运用SWMM模型中的LID模块,模拟分析了10%的雨水花园、20%的绿色屋顶、15%的渗透铺装以及一项组合措施(包括3%的雨水花园、7%的绿色屋顶和5%的渗透铺装)对研究区上、中、下游典型排水片区(依次记为A、B、C)的径流总量、洪峰流量及污染物负荷的削减控制效果,包括削减效率及对降水历时的敏感性。通过分配指标权重对各LID措施效果进行综合评价,最终确定各排水片区的LID最佳布设方案。研究结果表明:A片区优选绿色屋顶方案,B片区优选组合措施方案,C片区优选雨水花园方案。

关 键 词:SWMM模型  不同排水片区  降水历时敏感性  洪峰削减  污染物削减  综合评价  LID最佳布设方案

Selection of optimal LID measures based on spatial difference of drainage area
HAN Luyao,YE Xingcheng,WANG Fei,ZHU Chengliang,LUAN Mu,ZHOU Hong,LIU Jun.Selection of optimal LID measures based on spatial difference of drainage area[J].Journal of water resources and water engineering,2018,29(1):160-165.
Authors:HAN Luyao  YE Xingcheng  WANG Fei  ZHU Chengliang  LUAN Mu  ZHOU Hong  LIU Jun
Abstract:Taking the downtown area of Longyan in Fujian as an example, based on the LID module in SWMM model, this paper simulated 10% of Rain Garden, 20% of Green Roof,15%of Permeable Pavement and a combination measure (including 3% Rainwater garden, 7% green roof and 5% infiltration pavement) to analyze the reduction rate, including the reduction of efficiency and sensitivity to precipitation over time,of the total runoff, peak flow and pollutant load in the upper, middle and lower reaches (denoted as A, B and C) of the central urban area of Longyan City, Fujian Province. The comprehensive evaluation was carried out by introducing the weighting coefficient. Based on the spatial difference of the drainage area, the LID optimal layout scheme of each drainage area is finally determined. The results show that the A area should select the green roof scheme, the B area should select the best combination scheme, and the C area should choose the rainwater garden scheme.
Keywords:SWMM model  spatial difference drainage area  rainfall duration sensitivity    reduction rate of peak flow  reduction rate of pollutant load    comprehensive evaluation  LID optimal scheme
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