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Automated Thiessen polygon generation

机译:蒂森多边形自动生成

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摘要

Data uncertainty research of rain gauge network requires generation of large numbers of Thiessen polygons. Despite its importance in hydrology, few studies on computational Thiessen polygons have been carried out, and there is little published information in the hydrological literature. This paper describes two automated approaches and the ways for their implementation in hydrological applications: triangulation method and grid method. Triangulation is a lossless method but suffers from complications in coding and slow computational speed with small numbers of gauges. Grid method is easy to implement, but a compromise must be made between the computational grid size, accuracy, and speed. This paper describes a procedure to derive the relationship between the catchment area, grid size, and accuracy indicator based on weighted mean error. The computational speed comparison between the two methods has been found to follow a logarithm curve, and the critical number of gauges could be found from this curve for deciding the method choice if the computational speed is the limiting factor in a project.
机译:雨量计网络的数据不确定性研究要求生成大量的Thiessen多边形。尽管它在水文学中很重要,但对计算蒂森多边形的研究很少,在水文学中几乎没有公开的信息。本文介绍了两种自动化方法及其在水文应用中的实现方式:三角剖分法和网格法。三角剖分是一种无损方法,但是在使用少量量规的情况下,编码复杂且计算速度较慢。网格方法易于实现,但是必须在计算网格大小,准确性和速度之间做出折衷。本文介绍了一种基于加权平均误差得出汇水面积,网格大小和精度指标之间关系的过程。已经发现两种方法之间的计算速度比较遵循对数曲线,并且如果计算速度是项目中的限制因素,则可以从该曲线中找到关键量规,以决定方法的选择。

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