2016
DOI: 10.3390/ijgi5070107
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Modeling Change of Topographic Spatial Structures with DEM Resolution Using Semi-Variogram Analysis and Filter Bank

Abstract: Abstract:In this paper, the way topographic spatial information changes with resolution was investigated using semi-variograms and an Independent Structures Model (ISM) to identify the mechanisms involved in changes of topographic parameters as resolution becomes coarser or finer. A typical Loess Hilly area in the Loess Plateau of China was taken as the study area. DEMs with resolutions of 2.5 m and 25 m were derived from topographic maps with map scales of 1:10,000 using ANUDEM software. The ISM, in which the… Show more

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Cited by 9 publications
(7 citation statements)
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References 39 publications
(32 reference statements)
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“…A steep change in slope gradient is often associated with the occurrence of gullies. Some detailed terrain structures will be lost or reduced at coarse resolutions, and the slope gradient variation will decrease on hillslopes [56]. The model cannot effectively distinguish gully and surrounding non-gully regions in these cases based solely on changes in the slope gradient, resulting in the weakening of the role of the slope gradient in the GES mapping process (Figure 10).…”
Section: Impacts Of Resolution On Variable Importancementioning
confidence: 99%
“…A steep change in slope gradient is often associated with the occurrence of gullies. Some detailed terrain structures will be lost or reduced at coarse resolutions, and the slope gradient variation will decrease on hillslopes [56]. The model cannot effectively distinguish gully and surrounding non-gully regions in these cases based solely on changes in the slope gradient, resulting in the weakening of the role of the slope gradient in the GES mapping process (Figure 10).…”
Section: Impacts Of Resolution On Variable Importancementioning
confidence: 99%
“…The Topo to Raster interpolation was developed by the ANU (Australian National University), but this method is often used in many countries and research papers [55,56]. It uses a finite differential interpolation technique and it is optimized to streamline the local interpolation computational method such as IDW interpolation, without losing the continuity of surfaces obtained by the kriging or RBF Spline interpolation methods.…”
Section: Topo To Raster Interpolation (Topor)mentioning
confidence: 99%
“…When sample point distances are greater, it becomes large, but up to a certain distance, the variance levels off, which means that the points are no longer spatially correlated [48]. The formula of the semi-variogram is as follows [49]:…”
Section: Connectivitymentioning
confidence: 99%