文章基本信息

标题：Vector algebra for Steep Slope Model analysis
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作者：Natalia Kolecka
期刊名称：Landform Analysis
印刷版ISSN：1429-799X
电子版ISSN：2081-5980
出版年度：2012
卷号：21
页码：17-25
出版社：Bogucki Wydawnictwo Naukowe
摘要：Geographic Information Systems offer many algorithms that allow analysis of digital elevation models. They workwith both GRID and TIN data, but they are limited to 2.5D models, where one planar (X,Y) position refers to only one vertical(Z) value. In mountainous regions, however, many steep, vertical and even overhung parts of rock walls and slopes occur.GRID and TIN models in a standard projection are not capable to deal with such a relief as they are not able to capture allcomplexity of steep slopes that can be observed from the terrestrial perspective. Such a perspective can be introduced intoGIS via computer graphics software that allows 3D surface modelling by means of mesh, e.g. 3D triangular network. The paperpresents a concept that implements 3D mesh in GIS and utilizes vector algebra to analyze such a surface. The idea isbased on using normal vectors to compute slope and aspect of each triangle in a mesh. The computed values are saved astheir attributes. Complete procedures are written in Python programming language and implemented into popular GIS softwareto work as a plug-in tool.
关键词：vector algebra; Steep Slope Model; Geographic Information Systems; slope; aspect