ARTICLES

The Effect of Terrain Heterogeneity on Topographic Wetness Index

Expand
  • 1.College of Geography, Fujian Normal University, Fuzhou 350007, China; 2.Fujian Provincial Engineering Research Center for Monitoring and Assessing Terrestrial Disasters, Fuzhou 350007, China

Received date: 2010-09-16

  Revised date: 2011-03-11

  Online published: 2011-04-25

Abstract

The Topographic Wetness Index (TWI) is frequently used to simulate the soil moisture conditions in a watershed quantitatively. The index that extracted from DEM is an important factor with explicit physical significance in the rainfall-runoff process models. Some previous studies discovered that the TWI would change with the resolution of DEM from which it was derived and this change, and terrain heterogeneity of DEM grids were employed to explain the scale dependency. In this paper, we explored the resolution effects of TWI and the influence of terrain heterogeneity of DEM grids. The research area is located in Xiyuanxi watershed, Xiamen City of Fujian Province, which includes different terrain types such as hill, platform, plain, etc. A fine-resolution DEM with 2.5m grid size was used to investigate the scale dependency of TWI values when converting DEM with resolution of 20m. Four terrain and heterogeneity attributes were employed as the quantitative indices of terrain heterogeneity of DEM grids, i.e. standard deviation of elevation, relief, landscape fragmentation index and landscape diversity index. The correlation and regression analysis was performed to identify sensitive and correlative responses between each terrain heterogeneity index and TWI variance as resolution was changed. The results indicated significant negative correlations between the terrain heterogeneity indices and the TWI variance (the Pearson correlation coefficients were -0.707, -0.712, -0.779 and -0.841 respectively, all based on a high confidence level of 0.01). By extrapolating the fitted curve for the terrain heterogeneity indices and TWI variance, the logarithmic curves fit the optimal equations well (the coefficient of determination are all greater than 0.9, F>F0.01). So, these indices can be used to evaluate the impact of the terrain heterogeneity on the TWI. Meanwhile, the regression models can improve the accuracy of the TWI derived from a coarse resolution DEM. The effect discussed in this study is helpful in providing a more accurate data for the TWI applications.

Cite this article

MA Jianchao, LIN Guangfa, CHEN Youfei, CHEN Junming . The Effect of Terrain Heterogeneity on Topographic Wetness Index[J]. Journal of Geo-information Science, 2011 , 13(2) : 157 -163 . DOI: 10.3724/SP.J.1047.2011.00157

References

[1] Beven K J, Kirkby M J. A Physically-based Variable Contributing Area Model of Basin Hydrology[J]. Hydrological Sciences Bulletin, 1979(24): 43-69.

[2] 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.

[3] 汤国安,李发源,刘学军,等. 数字高程模型教程(第二版)[M].北京: 科学出版社, 2010,29-30.

[4] 郝振纯, 池宸星, 王玲, 等. DEM 空间分辨率的初步分析[J]. 地球科学进展, 2005, 20(5): 499-504.

[5] 孙立群, 胡成, 陈刚. TOPMODEL模型中的DEM尺度效应[J]. 水科学进展, 2008, 19(5): 699-706.

[6] 汤国安,刘学军,房亮,等. DEM及数字地形分析中尺度问题研究综述[J]. 武汉大学学报: 信息科学版, 2006, 31(12): 1059-1066.

[7] 刘学军,卢华兴,仁政,等. 论DEM地形分析中的尺度问题[J]. 地理研究, 2007, 26(3): 433-442.

[8] 肖笃宁,布仁仓,李秀珍. 生态空间理论与景观异质性[J].生态学报, 1997, 17(5): 453-461.

[9] 游丽平,林广发,杨陈照,等. 景观指数的空间尺度效应分析——以厦门岛土地利用格局为例[J].地球信息科学, 2008, 10(1): 74-79.

[10] 韩富江. DEM栅格单元地形异质性对可视性分析的影响研究 . 南京师范大学硕士学位论文, 2007.

[11] 韩富江,王德刚,丁维凤,等. DEM栅格单元地形异质性的量度指标研究[J].地理与地理信息科学学报,2010,26(4): 7-11.

[12] 韩羽. DEM栅格单元异质性对多尺度地形分析的影响 . 西北大学硕士学位论文, 2009.

[13] 陈俊明,林广发,杨志海. 数字河网提取的影响参数优化分析[J].地球信息科学学报, 2011, 13(1).

[14] 陈楠,王钦敏,汤国安. 黄土高原丘坡信息DEM提取算法的应用[J]. 地球信息科学, 2006, 8(3): 69-75.

[15] Quinn P, Beven K, Chevallier P, Planchon O. The Prediction of Hillslope Flow Paths for Distributed Hydrological Modeling Using Digital Terrain Models[J]. Hydrological Processes, 1991, (5): 59-79.

[16] 周启明,刘学军. 数字地形分析[M]. 北京: 科学出版社, 2006,112-114.

[17] 肖笃宁. 景观空间结构的指标体系和研究方法 . 景观生态学理论、方法及应用[M]. 北京: 中国林业出版社, 1991,92-98.

[18] 傅伯杰,陈利顶,马克明,等. 景观生态学原理及应用[M]. 北京: 科学出版社, 2001,240-243.

[19] Spellerberg I F, Fedor P J. A Tribute to Claude Shannon (1916-2001) and a Plea for More Rigorous Use of Species Richness, Species Diversity and the "Shannon-Wiener" Index[J].Global Ecology & Biogeography, 2003(12): 177-179.

[20] 秦承志,卢岩君,包黎莉,等. 简化数字地形分析软件(SimDTA)及其应用——以嫩江流域鹤山农场区的坡位模糊分类为例[J]. 地球信息科学学报, 2009, 11(6): 737-743.

[21] 朱梅,李发源. 坡度分级对地面坡谱的影响研究[J]. 测绘科学, 2009, 34(6): 165-167.
Outlines

/