DocumentCode
3444925
Title
Optimal layout of borehole location based on Delaunay Refinement
Author
Na Wan ; Jinhu Hu
Author_Institution
Earthquake Eng. Res. Inst., Earthquake Administrator of Henan Province, Zhengzhou, China
fYear
2013
fDate
20-22 June 2013
Firstpage
1
Lastpage
4
Abstract
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.
Keywords
disasters; drilling (geotechnical); earthquakes; geophysical techniques; town and country planning; Delaunay refinement technique; ZhengDong border; borehole data; constrained conditions; constructed buildings; engineering practice; geological disaster investigation; geological environment; optimal borehole location layout; relatively well-distributed triangular mesh; research area; triangle circumcenter; urban planning; Computers; Earthquakes; Geology; Heuristic algorithms; Layout; Partitioning algorithms; Urban planning; Delaunay Refinement; borehole location; geological disaster; point-by-point insertion method;
fLanguage
English
Publisher
ieee
Conference_Titel
Geoinformatics (GEOINFORMATICS), 2013 21st International Conference on
Conference_Location
Kaifeng
ISSN
2161-024X
Type
conf
DOI
10.1109/Geoinformatics.2013.6626060
Filename
6626060
Link To Document