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基于中轴线的隧道点云去噪算法
引用本文:程效军,贾东峰,刘燕萍,程小龙.基于中轴线的隧道点云去噪算法[J].同济大学学报(自然科学版),2015,43(8):1239-1245.
作者姓名:程效军  贾东峰  刘燕萍  程小龙
作者单位:同济大学,同济大学,同济大学浙江学院,同济大学
基金项目:浙江省教育厅科研项目(Y201330123)
摘    要:隧道作为一个狭长的封闭空间,其点云内部噪声影响点云分析精度,有效去除隧道点云内部的噪声是基于点云隧道形变分析的关键.提出一种基于中轴线的隧道点云去噪算法.通过对点云双向投影获取隧道在水平和垂直方向的姿态变化,根据高阶多项式拟合两条平面曲线并插值中轴线控制点,通过定义空间线段的夹角加密控制点以表达中轴线.通过计算各控制点处的切平面实现对隧道点云的分割,计算各分块内点到中轴线的距离,并根据给定的距离阈值实现隧道内部点云噪声的过滤.通过两组实验分析证实该方法的可行性与精确性.第一组通过模拟隧道点云数据并采用该方法拟合中轴线,比较分析其与已知中轴线的精度.第二组通过分析处理实际的隧道点云数据,实现隧道点云内部噪声的去除.

关 键 词:隧道点云  双向投影  高阶多项式拟合  中轴线  点云去噪
收稿时间:2014/6/24 0:00:00
修稿时间:2015/5/16 0:00:00

Tunnel Point Cloud Denoising Algorithm Based on Centerline
CHENG Xiaojun,JIA Dongfeng,LIU Yanping and CHENG Xiaolong.Tunnel Point Cloud Denoising Algorithm Based on Centerline[J].Journal of Tongji University(Natural Science),2015,43(8):1239-1245.
Authors:CHENG Xiaojun  JIA Dongfeng  LIU Yanping and CHENG Xiaolong
Institution:College of Surveying and Geo informatics, Tongji University, Shanghai 200092 China; Key Laboratory of Advanced Engineering Surveying of National Administration of Surveying, Mapping and Geo information, Shanghai 200092 China,College of Surveying and Geo informatics, Tongji University, Shanghai 200092 China,Department of Civil Engineering, Tongji Zhejiang College, Jiaxing 314000 and College of Surveying and Geo informatics, Tongji University, Shanghai 200092 China
Abstract:The noise in the point cloud data of a tunnel affects the accuracy of analysis. Effectively removing the noise data has become the key factor in point cloud based tunnel deformation analysis. A tunnel point cloud denoising algorithm based on centerline was proposed in this paper. First, the gesture of the point cloud was obtained by projecting it onto the horizontal plane and vertical plane respectively, and fitting two curves by high order polynomial equations from the planar data out of which the control points of the centerline were then interpolated. The control points were are used to express the centerline were densified according to the intersection angle between the spatial lines. Meanwhile, the tangent planes at each control point were computed to segment the tunnel point cloud. In addition, the distances from each point to the centerline in each block were computed to compare with the given distance threshold to accomplish data denoising. The feasibility and accuracy of the proposed method were demonstrated by two experiments. The first test is to fit the centerline by simulating the tunnel point cloud while the fitting accuracy of the centerline was analyzed by comparing it with the given one. The second test was to analyze the practical tunnel point cloud. Data denoising was finally achieved by implementing the proposed method.
Keywords:Tunnel point cloud  bilateral projection  high order polynomial fitting  centerline  point cloud denoising
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