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2021, 05, 56-66
基于加权边连通度和复杂网络方法的多闸坝平原河网连通性分析
基金项目(Foundation): 国家水体污染与治理科技重大专项(2018ZX07105-002);; 水利部公益性行业科研专项(201501030);; 中国水利水电科学研究院领军人才项目(WE0145B532017)
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摘要:

河网连通性是满足区域水资源配置、蓄水与防洪减灾、生态保护修复与景观提升需求的重要条件。为了研究多闸坝平原-廊坊市河网水系连通状况,优化廊坊市河网水系连通布局。基于图论理论,考虑河道社会属性和水利工程对河网连通度的影响,以河道分级、分类、河道上闸坝的过流能力和河段长度为边的权值,建立河网的加权邻接矩阵,应用复杂网络分析方法,得到节点和河渠在河网中重要性,计算河网的连通度。本文以廊坊市北部为研究区域,通过对廊坊市北部河网水系连通度计算,结果显示:(1)廊坊市北部最为重要的节点分别为吴村闸枢纽、白庙橡胶坝,节点重要度为5.53、4.75,重要性最大主要河道为潮白河,最大的人工沟渠为群英总干渠,河渠的重要度分别为22.98、6.56;(2)廊坊市现状河网连通度0.113 6,通过对连通布局方案连通度的定量评价结果进行优选,方案四到方案十一的连通度在[0.085 3,0.126 4],其中方案十为最优,河网连通度为0.126 4。研究成果可为北部连通布局提供依据,同时也为整个廊坊市的总体布局提供技术支撑。

Abstract:

River network connectivity is a essential condition applied in satisfying the need of regional water resources allocation, water storage, flood control and disaster reduction, ecological protection and restoration and landscape enhancement. The objective is to study the connectivity of the river system and optimize the connectivity layout of the river system in Langfang City of the multiple-sluice-dam plain. Based on the graph theory, weighted adjacency matrix of river network is established by utilizing the river grading and classification accompanied by overflow capacity of upper gate dam and the length of river reach as the weights of the edge after considering the influence of river social attributes and water conservancy projects on the connectivity of river network. We obtain the importance of nodes and channels in river network and the connectivity of river network by using the complex network analysis method. In this paper we take the north of Langfang City as the research area, and calculate the weighted connectivity of the river network system in the north of Langfang City. The results demonstrate that:(1) The chief nodes in the north of Langfang are Wu Village Gate Junction and Baimiao Rubber Dam, with the node importance degree at 5.53 and 4.75. Chaobai River and Qunying Main Canal are regarded as the most critical main river and artificial ditch owing to their river importance degree at 22.98 and 6.56 respectively.(2) The connectivity of the current river network in Langfang is 0.113 6. Through the optimization quantitative evaluation results of the connected layout scheme, Scheme 4 to 11 with the connectivity degree ranging from 0.085 3 to 0.126 4, in which scheme 10 is the optimal and the connectivity degree is 0.126 4. The research results provide a basis for the connectivity layout of the north, and also serve a valid technical support for the overall layout of Langfang as a promising guidance.

参考文献

[1] 茹彪,陈星,张其成,等.平原河网区水系结构连通性评价[J].水电能源科学,2013,31(5):9-12.RU Biao,CHEN Xing,ZHANG Qicheng,et al.Evaluation of structural connectivity of river system in plain network region[J].Water Resources and Power,2013,31(5):9- 12.

[2] 徐光来,许有鹏,王柳艳.基于水流阻力与图论的河网连通性评价[J].水科学进展,2012,23(6):776-782.XU Guanglai,XU Youpeng,WANG Liuyan.Evaluation of river network connectivity based on hydraulic resistance and graph theory[J].Advances in Water Science,2012,23(6):776-781.

[3] 董哲仁.河流生态修复[M].北京:中国水利水电出版社,2013.DONG Zheren.River Restoration[M].Beijing:China Water&Power Press,2013.

[4] 董哲仁.水利工程对生态系统的胁迫[J].水利水电技术,2003,34(7):1-5.DONG Zheren.Stress of water conservancy projects on ecosystem[J].Water Resources and Hydropower Engineering,2003,34(7):1-5.

[5] 赵进勇,董哲仁,翟正丽,等.基于图论的河道滩区系统连通性评价方法[J].水利学报,2011,42(5):537-543.ZHAO Jinyong,DONG Zheren,ZHAI Zhengli,et al.Evaluation method for river floodplain system connectivity based on graph theory[J].Journal of Hydraulic Engineering,2011,42(5):537-543.

[6] PEDRO S,PAULO B,MARIA T F.Prioritizing restoration of structural connectivity in rivers:a graph based approach[J].Landscape Ecol,2013(28):1231-1238.

[7] 赵进勇,董哲仁,杨晓敏,等.基于图论边连通度的平原水网区水系连通性定量评价[J].水生态学杂志,2017,38(5):1-6.ZHAO Jinyong,DONG Zheren,YANG Xiaomin,et al.Connectivity evaluation technology for plain river network regions based on edge connectivity from graph theory[J].Journal of Hydroecology,2017,38(5):1-6.

[8] MCKAY S K,SCHRAMSKI JR,CONYNGHAM J N,et al.Assessing upstream fish passage connectivity with network analysis[J].Ecological Applications,2013,23(6):1396-1409.

[9] PASCUAL HORAL L,SAURA S.Comparison and development of new graph-based landscape connectivity indices:towards the priorization of habitat patches and corridors for conservation[J].Landscape Ecology,2006,21(7):959-967.

[10] JACKSON C R,PRINGLE C M.Ecological benefits of reduced hydrologic connectivity in intensively developed landscapes[J].Bioscience,2010,60:37-46.

[11] 夏继红,陈永明,周子晔,等.河流水系连通性机制及计算方法综述[J].水科学进展,2017,28(5):780-787.XIA Jihong,CHEN Yongming,ZHOU Ziye,et al.Review of mechanism and quantifying methods of river system connectivity[J].Advances In Water Science,2017,28(5):780-787.

[12] 高玉琴,肖璇,丁鸣鸣,等.基于改进图论法的平原河网水系连通性评价[J].水资源保护,2018,34(1):22-27.GAO Yuqin,XIAO Xuan,DING Mingming,et al.Evaluation of plain river network hydrologic connectivity based on improved graph theory[J].Water Resources Protection,2017,28(5):780-787.

[13] 王忠静,王光谦,王建华,等.基于水联网及智慧水利提高水资源效能[J].水利水电技术,2013,44(1):1-6.WANG Zhongjing,WANG Guangqian,WANG Jianhua,et al.Developing the internet of water to prompt water utilization efficiency[J].Water Resources and Hydropower Engineering,2013,44(1):1-6.

[14] 窦明,于璐,靳梦,等,淮河流域水系盒维数与连通度相关性研究[J].水利学报,2019,50(6):670-678.DOU Ming,YU Lu,JIN Meng,et al.Study on relationship between box dimension and connectivity of river system in Huaihe River Basin[J].Journal of Hydraulic Engineering,2019,50(6):670-678.

[15] 马栋.基于边连通度的平原河网生态连通性研究:以扬州市为例[D].山东:济南大学,2017.MA Dong.Study on ecological connectivity of plain river network based on edge connectivity in Yangzhou city[D].Shandong:University of Jinan,2017.

[16] 司守奎,孙玺菁.复杂网络算法与应用[M].北京:国防工业出版社,2015.SI Shoukui,SUN Xijing.Complex Network Algorithms and Applications[M].Beijing:National Defense Industry Press,2015.

[17] 王超.基于复杂网络度值的多因子模型选股策略研究[D].杭州:浙江大学,2018.WANG Chao.The Stock strategy of multifactor model based on degree of complex network[D].Hangzhou:Zhejiang University,2018.

[18] 王小帆,李翔,陈关荣.复杂网络理论及其应用[M].北京:清华大学出版社,2006.WANG Xiaofan,LI Xiang,CHEN Guanrong.Complex Network Theory and Its Application[M].Beijing:Qinghua University Press,2006.

基本信息:

中图分类号:TV213.4

引用信息:

[1]冯硕,赵进勇,张晶,等.基于加权边连通度和复杂网络方法的多闸坝平原河网连通性分析[J],2021(05):56-66.

基金信息:

国家水体污染与治理科技重大专项(2018ZX07105-002);; 水利部公益性行业科研专项(201501030);; 中国水利水电科学研究院领军人才项目(WE0145B532017)

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