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基于SWMM的不同降水量对城市降雨径流TSS的影响分析
引用本文:姜体胜,孙艳伟,杨忠山,黄振芳,张蕾,焦中志. 基于SWMM的不同降水量对城市降雨径流TSS的影响分析[J]. 南水北调与水利科技(中英文), 2011, 9(5): 55-58. DOI: 10.3724/SP.J.1201.2011.05055
作者姓名:姜体胜  孙艳伟  杨忠山  黄振芳  张蕾  焦中志
作者单位:1. 北京市水文总站,北京100089;北京市水环境监测中心,北京100089
2. 华北水利水电学院水利学院,郑州,450011
3. 北京市水环境监测中心,北京,100089
基金项目:北京市优秀人才培养基金(PYZZ090419001989); 北京市科技计划项目(D07050601510000)
摘    要:受物理、化学、生物等多重因素的影响,城市降雨径流水质的模拟研究比较模糊。以TSS(总悬浮固体量)为例,利用SWMM的污染物模块及其土地利用模块、污染物累积模块和污染物冲刷模块进行城市雨水径流水质模拟;考虑了不同土地利用情况对污染物的累积及冲刷的影响,针对不同的降水量,利用EMC法(平均浓度法)以及指数方程法进行污染物的冲刷模拟,指数方程法的模拟精度大于EMC法的模拟精度,与监测值更接近。指数方程法的模拟结果表明:当降水量小于2.5mm时,其TSS冲刷量增长幅度较缓;而当降水量大于3.5mm时,其TSS冲刷量呈显著线性增加关系,从而表明,降水量较大的降水事件对于TSS的冲刷量影响更为显著。

关 键 词:暴雨水管理模型  降雨径流水质  总悬浮固体量  非点源污染  平均浓度法  指数方程法

Simulation of Urban Runoff Quality Based on Stormwater Management Model
JIANG Ti-sheng,SUN Yan-wei,YANG Zhong-shan,HUANG Zhen-fang,ZHANG Lei,JIAO Zhong-zhi. Simulation of Urban Runoff Quality Based on Stormwater Management Model[J]. South-to-North Water Transfers and Water Science & Technology, 2011, 9(5): 55-58. DOI: 10.3724/SP.J.1201.2011.05055
Authors:JIANG Ti-sheng  SUN Yan-wei  YANG Zhong-shan  HUANG Zhen-fang  ZHANG Lei  JIAO Zhong-zhi
Affiliation:JIANG Ti-sheng1,2,SUN Yan-wei3,YANG Zhong-shan1,HUANG Zhen-fang1,ZHANG Lei2,JIAO Zhong-zhi1,2(1.Beijing Hydrologic Center,Beijing 100089,China,2.Beijing Water Environment Monitoring Center,3.North China University of Water Resources and Electric Power,Zhengzhou 450011,China)
Abstract:Due to influences of physical,chemical and ecological factors,simulation of the urban runoff quality is a very complex issue in the study of wet-weather flows and their environmental impacts.Taking total suspended solid(TSS) as an example,this paper simulated the building-up and washing-off TSS using the modules of pollutant,land use,build-up and wash-off of stormwater management model(SWMM).Different land uses were taken into consideration for analysis.The event mean concentration(EMC) and exponential func...
Keywords:stormwater management model  runoff quality  total suspended solid  non-point source pollution  event mean concentration  exponential function  
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