丹江口水库入库月径流模拟及不确定性分析  被引量:2

Monthly Runoff Simulation and Uncertainty Analysis for Danjiangkou Reservoir

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作  者:黄华平 靳高阳[1] 郦于杰 尹开霞[1] 易灵[1] 王栋 HUANG Huaping;JIN Gaoyang;LI Yujie;YIN Kaixia;YI Ling;WANG Dong(China Water Resources Pearl River Planning Surveying&Designing Co.,Ltd.,Guangzhou 510610,China;Zhejiang Design Institute of Water Conservancy and Hydropower,Hangzhou 310002,China;Institute of Hydrology and Water Resources,Zhejiang University,Hangzhou 310058,China;Bureau of Hydrology,Changjiang Water Resources Commission,Wuhan 430010,China)

机构地区:[1]中水珠江规划勘测设计有限公司,广东广州510610 [2]浙江省水利水电勘测设计院,浙江杭州310002 [3]浙江大学建筑工程学院,浙江杭州310058 [4]长江水利委员会水文局,湖北武汉430010

出  处:《水文》2022年第4期90-95,共6页Journal of China Hydrology

基  金:国家重点研发计划资助项目(2018YFC1508200);浙江省水利厅科技计划项目(RB2012)。

摘  要:将SWAT模型与HUP处理器相耦合,对汉江流域丹江口水库的入库月径流过程进行模拟预测,在此基础上分析水文模型结果的不确定性。结果表明:(1)从各项精度评价指标来看,SWAT模型在率定期及验证期内均具有较高的精度,能有效地应用于丹江口入库径流模拟研究;(2)由HUP处理器生成的倾向值结果(Q50值)精度显著高于SWAT模型结果,说明HUP模型可进一步提升径流模拟结果精度;(3)HUP模型结果对应的90%置信区间在率定期及验证期均能覆盖了大多数实测点据,且区间带宽较窄,说明本次不确定性分析的结果是合理可靠的。In this paper,SWAT and HUP models were coupled to simulate the monthly runoff series of Danjiangkou Reservoir in the Han River Basin,and the uncertainty analysis was carried out based on deterministic simulation results.The results show that,(1)performance indices for both calibration and validation periods suggest that the SWAT model has a strong and reliable ability to simulate the monthly runoff series of Danjiangkou Reservoir;(2)The preferred values(Q50 values)generated by the HUP mod-el exhibits smaller error than deterministic simulation results generated by the SWAT model,which means that the HUP model could further improve the accuracy of simulation results;(3)The 90%confidence intervals of the monthly runoff generated by the posterior distribution cover most of the observed points for both calibration and validation periods,of which the relatively narrow in-tervals indicate that results of uncertainty analysis for this study are reasonable and reliable.

关 键 词:丹江口水库 径流模拟 SWAT模型 HUP处理器 Q50值 不确定性分析 

分 类 号:P338[天文地球—水文科学]

 

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