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Curvature feature extraction based ICP points cloud registration method

机译:基于曲率特征提取的ICP点云配准方法

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3D reconstruction of objects has been an important topic in the field of computer vision. Limited by the optical measurement methods such as structured light, time of flight and binocular imaging, the data measured at multiple viewpoints have to be registered in order to obtain the complete information of the object. Iterative Closest Points (ICP) algorithm is classical in points registration field. However. Euclidean distance is only used in ICP algorithm to calculate the corresponding point pair, which has instability. And it is not necessary to perform a recent search for all points in target point cloud and source point cloud. Therefore, we propose an improved ICP registration method based on curvature feature extraction. First, the statistical outlier removal and voxel grid filter are applied for denoising and streamlining of large-scale scattered point cloud. Then, the corresponding points are extracted according to the curvature feature. In every corresponding points searching, they are matched by the relationship between surface local feature and point distance, which can not only reflect to basic geometrical feature, but also give ICP algorithm good iterative initial value. Next, we use ICP method to build a least squares problem, and singular value decomposition for covariance matrix to obtain the coordinate transformation matrix. In the iteration, the kd-tree is used to accelerate the pair search, and the iteration is repeated until the limit of the distance error function is satisfied finally. We configure PCL on Visual Studio for testing. The experimental results show that the proposed algorithm is more effective than traditional ICP in terms of run time and accuracy.
机译:对象的3D重建已成为计算机视觉领域的重要主题。受诸如结构光,飞行时间和双目成像之类的光学测量方法的限制,必须记录在多个视点测量的数据,以便获得物体的完整信息。迭代最近点(ICP)算法是点注册领域中的经典算法。然而。欧氏距离仅在ICP算法中用于计算对应的点对,具有不稳定性。而且,不必对目标点云和源点云中的所有点执行最近的搜索。因此,我们提出了一种改进的基于曲率特征提取的ICP配准方法。首先,将统计离群值去除和体素网格滤波器应用于大型散乱点云的去噪和流线化。然后,根据曲率特征提取对应的点。在每个对应的点搜索中,它们都是通过表面局部特征和点距离之间的关系进行匹配的,不仅可以反映基本的几何特征,而且可以为ICP算法提供良好的迭代初始值。接下来,我们使用ICP方法建立最小二乘问题,并对协方差矩阵进行奇异值分解以获得坐标变换矩阵。在迭代中,使用kd-tree加速对搜索,并重复进行迭代,直到最终满足距离误差函数的极限为止。我们在Visual Studio上配置PCL进行测试。实验结果表明,该算法在运行时间和精度上比传统的ICP更有效。

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