基于Delaunay精化的井眼位置优化布置

Na Wan, Jinhu Hu
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引用次数: 2

摘要

在城市规划过程中,需要进行地质灾害调查。钻探是调查研究区地质环境最常用的方法。然而,如何合理地确定钻孔位置是一个重要的问题。我们采用了Delaunay精化技术来确定钻孔的位置。Delaunay精化技术通过在三角形的圆心处插入一些新的点来生成分布比较均匀的三角形网格。在工程实践中,郑东新区需要开展地质灾害调查。政府要求任何两个钻孔之间的距离不超过1.5公里,以保证准确性。现有的40个钻孔数据采集自已建成的建筑物,以郑东新区边界为约束条件,通过Delaunay精化确定新钻孔的位置。新插入点的位置正是我们需要的。利用该方法可以实现钻孔的最优布置。因此,这种方法不仅产生了合理的结果,而且还降低了成本。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimal layout of borehole location based on Delaunay Refinement
During the urban planning, there exists a need for geological disaster investigation. Drilling is the most common way to survey the geological environment of the research area. However, how to determine the locations of the boreholes reasonably is an important problem. We have adopted the Delaunay Refinement technique to determine the location of boreholes. Delaunay Refinement technique can generate relatively well-distributed triangular mesh by inserting some new points at the circumcenter of triangles. In the engineering practice, ZhengDong new district neededto carry out a geological disaster investigation. The government required the distance between any two boreholes not to exceed 1.5 kilometers to guaranteeaccuracy. The existing 40 boreholes data, collected from the constructed buildings, along with the border of ZhengDong new district as the constrained conditions, the locations of new boreholes can be determined the by Delaunay Refinement. The locations of new inserting points just are what we needed. Using this method, the optimal layout of boreholes can be achieved. Thus, this method produces not only a rational result, but also reduces the cost.
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