标准差
地形
表面光洁度
曲率
比例(比率)
表面粗糙度
地形地貌
曲面(拓扑)
几何学
数学
地质学
地图学
地貌学
统计
物理
地理
材料科学
量子力学
复合材料
作者
Carlos Henrique Grohmann,Mike J. Smith,Cláudio Riccomini
出处
期刊:IEEE Transactions on Geoscience and Remote Sensing
[Institute of Electrical and Electronics Engineers]
日期:2010-08-05
卷期号:49 (4): 1200-1213
被引量:292
标识
DOI:10.1109/tgrs.2010.2053546
摘要
Surface roughness is an important geomorphological variable which has been used in the Earth and planetary sciences to infer material properties, current/past processes, and the time elapsed since formation. No single definition exists; however, within the context of geomorphometry, we use surface roughness as an expression of the variability of a topographic surface at a given scale, where the scale of analysis is determined by the size of the landforms or geomorphic features of interest. Six techniques for the calculation of surface roughness were selected for an assessment of the parameter's behavior at different spatial scales and data-set resolutions. Area ratio operated independently of scale, providing consistent results across spatial resolutions. Vector dispersion produced results with increasing roughness and homogenization of terrain at coarser resolutions and larger window sizes. Standard deviation of residual topography highlighted local features and did not detect regional relief. Standard deviation of elevation correctly identified breaks of slope and was good at detecting regional relief. Standard deviation of slope $(\hbox{SD}_{\rm slope})$ also correctly identified smooth sloping areas and breaks of slope, providing the best results for geomorphological analysis. Standard deviation of profile curvature identified the breaks of slope, although not as strongly as $\hbox{SD}_{\rm slope}$ , and it is sensitive to noise and spurious data. In general, $\hbox{SD}_{\rm slope}$ offered good performance at a variety of scales, while the simplicity of calculation is perhaps its single greatest benefit.
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