文章摘要
张 浩, 季树凯, 缪萍萍, 孙凯艳, 徐 鹤.基于随机水质模型的水功能区COD超标风险分析Journal of Water Resources and Water Engineering[J].,2015,26(2):64-67
基于随机水质模型的水功能区COD超标风险分析
Study on risk analysis of COD exceed standard in water function zone based on stochastic water quality model
  
DOI:10.11705/j.issn.1672-643X.2015.02.012
中文关键词: COD浓度  超标概率  随机水质模型  水功能区  风险分析
英文关键词: COD  exceed the standard probability  stochastic water quality model  water function zone  risk analysis
基金项目:水体污染控制与治理科技重大专项(2014ZX07203-008); 国家国际科技合作专项资助(2013DFA71340)
Author NameAffiliation
ZHANG Hao1,2, JI Shukai3, MIAO Pingping4, SUN Kaiyan5, XU He6 (1.海河流域水资源保护局 天津 300170 2.河海大学 水文水资源学院 南京 2100983.天津水务投资集团有限公司 天津 300200 4.水利部河北省水利水电勘测设计研究院 天津 3002505.海河流域水环境监测中心 天津 300170 6.海河水利委员会 水资源保护科学研究所 天津 300170) 
Hits: 1893
Download times: 1015
中文摘要:
      由于水环境系统中存在诸多不确定因素,建立在物理简化基础上的确定性水质模型并不能反映水质变化过程的不确定性。为了弥补确定性水质模型的局限性,本文根据随机微分方程理论,假设水质模型中的耗氧系数、沉降系数、复氧系数服从双侧截尾正态分布,建立了考虑随机效应的水质模型。将模型应用于COD超标风险分析,分别计算了不同水文、水质条件下COD浓度的概率分布。结果表明:当三道营来水COD浓度为16、17、18 mg/L时,超标概率为分别在0.3、0.6、0.8左右。
英文摘要:
      Because of existence of many uncertain factors in water environmental system,the model established on the basis of the physical simple does not reflect the uncertainty of water quality and water quality change. In order to compensate the limitations of deterministic model of water quality,the paper supposed oxygen coefficient, sedimentation coefficient and reaeration coefficient to obey the doubly truncated normal distribution hypothesis in water quality model according to the theory of stochastic differential equation,and set up one-dimensional COD model considering random effect.The model was used to risk analysis of COD exceed the standard.The paper calculated the probability distribution of COD in different condition. The result showed that when the COD is 16, 17, 18 mg/L, the risk probability over standard is about 0.3, 0.6,0.8.
View Full Text   View/Add Comment  Download reader
Close
function PdfOpen(url){ var win="toolbar=no,location=no,directories=no,status=yes,menubar=yes,scrollbars=yes,resizable=yes"; window.open(url,"",win); } function openWin(url,w,h){ var win="toolbar=no,location=no,directories=no,status=no,menubar=no,scrollbars=yes,resizable=no,width=" + w + ",height=" + h; controlWindow=window.open(url,"",win); } &et=08EE5A5866ACE440CB12580101E925057742F064930EDA3B355522BD9E7AB1177507B33973DA9A9EA632973B44741317E43F4E46C24F74BFE7E9C05CF77DC032003ABFE714C3391DD7B54638D666DDA510A8CD142DEDDDA457ADB66BF35B1CD90FD51C2032B2763FD6F7B855E8C744B4&pcid=5B3AB970F71A803DEACDC0559115BFCF0A068CD97DD29835&cid=3ECA06F115476E3F&jid=BC473CEDCB8CE70D7B12BDD8EA00FF44&yid=FFD10F7019FAA9EC&aid=2DDC1AFE81F63D9D62024594CC774CE5&vid=&iid=0B39A22176CE99FB&sid=0401E2DB1F51F8DE&eid=5D71B28100102720&fileno=20150212&flag=1&is_more=0">