期刊文献+

地形指数算法设计对分布式水文模型径流模拟影响研究 被引量:3

Study on Effects of Topographic Index Algorithm Design Effects on Runoff Simulation of Distributed TOPMODEL
下载PDF
导出
摘要 阐述了单流向、多流向的地形指数算法设计思想,介绍了改进的多流向IMFD算法并对其进行了修正,构建了基于TOPMODEL概念的分布式水文模型。以汉江上游的酉水街流域为例,利用不同算法计算地形指数并代入模型检验。结果表明,不同的地形指数算法得到的地形指数及地形指数空间分布曲线均有较大的差别,但对分布式水文模型的径流模拟系数及径流总量模拟影响不大,仅在地表径流和地下径流量的模拟有一定的差别。采用改进的多流向算法模拟精度较高。 On the basis of discourse upon the principle of algorithm design of single flow direction (SFD) and multi flow direction (MFD) involved in Topographic Index (TI) calculation, the IMFD algorithm based on MFD was introduced and an improved IMFD was proposed further to develop a distributed TOPMODEL based on TOPMODEL concepts. In order to classify the role and effects of different topographic index algorithms on the final runoff simulation with the distributed TOPMODEL, we chose a Youshuijie watershed with drainage area of about 946 km^2 on the upper stream of the Hanjiang River Basin as the study site for examination. Four different algorithms were used to compute the TI of the watershed as one driving parameter to run the distributed TOPMODEL. The simulated results suggested that big different existed in the max, rain and mean of the TI computed with these four algorithms and the frequency distribution curve of TI also differed considerably. Rainfall-runoff simulation efficiencies under the 4 differed TI regimes, however, were affected only slightly, only certain differences in the surface runoff and subsurface runoff emerged in simulations. Comparison with the SFD, the MFD leads to a bit higher subsurface runoff and lower surface runoff in simulations generally.
作者 黄晴 张万昌
出处 《水电能源科学》 2008年第6期21-24,200,共5页 Water Resources and Power
基金 国家重点基础研究发展规划973基金资助项目(2006CB400502) 中科院"百人计划"择优支持基金资助项目(8-057493) 公益性行业专项(气象)科研基金资助项目(GYHY200706001)
关键词 地形指数 单流向算法 多流向算法 分布式TOPMODEL模型 降雨径流模拟 TI SFD MFD distributed TOPMODEL rainfall-runoff simulations
  • 相关文献

参考文献14

  • 1Quinn P F, Beven K J,Lamb R. The In(a/tan) Index: How to Calculate It and How to Use It in the TOP- MODEL Framework [J]. Hydrol. Process, 1995, 9: 161-182
  • 2Wolock D M,Price C V. Effects of Digital Elevation Model Map Scale and Data Resolution on a Topography Based Watershed Model[J]. Water Resources Research, 1994, 30:1 665-1 680
  • 3邓慧平,李秀彬.地形指数的物理意义分析[J].地理科学进展,2002,21(2):103-110. 被引量:73
  • 4孔凡哲,芮孝芳.基于地形特征的流域水文相似性[J].地理研究,2003,22(6):709-715. 被引量:44
  • 5吴波,张万昌.TOPMODEL地形指数的计算[J].水土保持通报,2006,26(5):49-52. 被引量:6
  • 6Wolock D M, Gregory J, McCabe J. Comparison of Single and Multiple Flow Direction Algorithms for Computing Topographic Parameters in TOPMODEL [J]. Water Resource Research, 1995, 31 (5): 1 315-1 324
  • 7雍斌,张万昌,陈艳华.TOPMODEL中地形指数ln(α/tanβ)的新算法[J].地理研究,2007,26(1):37-45. 被引量:12
  • 8Quinn P, Beven K J, Planchon O. The Prediction of Hill Slope Flow Paths for Distributed Hydrological Modeling Using Digital Terrain Models [J]. Hydrological Processes, 1991, 5(1): 59-79
  • 9Giuseppe M, Aurella S. Information Content Theory for the Estimation of the Topographic Index Distribution Used in TOPMODEL [J]. Hydrological Process, 1997, 11:1 099-1 114
  • 10孔凡哲,芮孝芳.TOPMODEL中地形指数计算方法的探讨[J].水科学进展,2003,14(1):41-45. 被引量:49

二级参考文献61

  • 1解河海,黄国如.地形指数若干计算方法探讨[J].河海大学学报(自然科学版),2006,34(1):46-50. 被引量:20
  • 2谢顺平,都金康,罗维佳,邓敏.基于DEM的复杂地形流域特征提取[J].地理研究,2006,25(1):96-102. 被引量:35
  • 3文康 金管生 等.地表径流过程的数学模型[M].北京:水利电力出版社,1990..
  • 4[1]Beven K J,Kirkby M J,Schofield N.Testing a physically-based flood forecasting model (TOPMODEL) for three U.K.Catchments[J].Journal of Hydrology,1984,69:119-143.
  • 5[2]Beven K J,Kirkby M J.A physically based,variable contributing area model of basin hydrology[J].Hydrological Sciences Bulletin,1979,24:43-68.
  • 6[3]Sivapalan M,Beven K J,Wood E F.On hydrologic Similarity 2--A scaled model of storm runoff production[J].Water Resources Research,1987,23(12):2266-2778.
  • 7[4]Quinn P F,Beven K J,Lamp R.The ln(a/tanβ) index:how to calculate it and how to use it within the TOPMODEL framework[J].Hydrol.Process,1995,9(2):161-182.
  • 8[5]Wolock D M,McCsbe Q J.Comparison of single and multiple flow direction algorithms for Computing topographic parameters in TOPMODEL[J].Water Resource Research,1995,31(5):1315-1324.
  • 9[6]Saulnier A M,Bevem K J,Obled C.Digital elevation analysis for distributed hydrological modeling:reducing scale dependence in effective hydraulic conductivity Values[J].Water Resources Research,1997,33:2097-2101.
  • 10[7]Wolock D M,Price C V.Effects of digital elevation model and map scale and data resolution on a topography-based watershed model[J].Water Res.Research,1994,30(11):3041-3052.

共引文献170

同被引文献38

引证文献3

二级引证文献16

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部