Modelling of the optimal vehicle route in terrain in emergency situations using GIS data

8th International Symposium of the Digital Earth

地球科学;计算机科学

Rybansky, M.^1

University of Defence in Brno, Czech Republic^1

关键词: Delau-nay triangulations;    Dijkstra's algorithms;    Dimensional parameters;    Emergency situation;    Natural disasters;    Optimal vehicles;    Terminal points;    Typical structures;   

Others  :  https://iopscience.iop.org/article/10.1088/1755-1315/18/1/012131/pdf
DOI  :  10.1088/1755-1315/18/1/012131

学科分类：计算机科学（综合）

来源: IOP

【 摘 要 】

Most navigation systems in transport are oriented towards the search for optimal paths (shortest or fastest), using vector GIS data. At the time of natural disasters and emergency situations is necessary to consider roads and terrain for transport. This article is focused on finding optimal routes in terrain, which contains a number of point, line and area obstacles. The most frequent point obstacles are trees in the forest. The paper analyzes the typical structure of tree stands in the forest, their characteristics in GIS databases, as well as dimensional parameters of vehicles moving in the forest. The quality of these data is a prerequisite for finding routes between point obstacles. Searching for the fastest or shortest route of the vehicle described in this article is based on the use of the relationship between the Delaunay triangulation and Voronoi graph, the application of Dijkstra's algorithm and the optimization of fractional line. The above-mentioned methods are also exploitable for searching for the shortest route of movement among line obstructions and area obstructions, such route can be apprehended as the joining of points defining impassable terrain. In such a case, the condition must be met that the distance of terminal points of joins has to be adjusted to the extent that it will be shorter than a vehicle width increased by safe margin.