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Tree Skeletonization for Raw Point Cloud Exploiting Cylindrical Shape Prior

机译:原始点云的树骨架利用圆柱形形状

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Tree skeleton extraction plays a fundamental role in reconstructing both biological and structural models of trees. However, traditional approaches can be ineffective and problematic in guaranteeing the topological correctness and centeredness of the tree skeleton when the tree point clouds contain noise and occlusions. To overcome this limitation, we present a tree skeletonization method to generate topologically correct and well-centered tree skeletons. We extract an initial skeleton from the tree point clouds via an octree and level set method, use cylindrical prior constraint (CPC) optimization and the estimated radii of branches to yield corrected positions of improper joints, and finally obtain updated skeletons with improved smoothness. The good centeredness of our proposed method is intrinsically achieved by (1) exploiting the cylindrical shape prior and calculating the CPC in the local neighborhood and (2) feeding the prior knowledge regarding the radii of tree branches into a topology refinement algorithm to yield near-optimal estimates of the positions of the skeleton points. To evaluate our method, we construct a novel tree point cloud data set with known ground truth and propose three quantitative assessment methods: skeleton points deviation (SPD), bifurcation points coverage (BPC) and endpoints coverage (EPC). The quantitative assessment and visual assessment show that the proposed method clearly outperforms traditional ones in terms of topology correctness and centeredness of the extracted tree skeleton.
机译:树骨架提取在重建树木的生物学和结构模型中起着基本作用。然而,传统方法可能是无效的,并且有问题在于在树点云包含噪声和闭塞时,保证树骨架的拓扑正确性和中心。为了克服这种限制,我们介绍了一条树骨架化方法,以产生拓扑正确和以中心富裕的树骨架。我们通过Octree和Level Set方法从树点云中提取初始骨架,使用圆柱事先约束(CPC)优化和分支的估计半径,从而产生不正确的关节的校正位置,并且最终获得更新的骨骼,具有改善的平滑度。我们所提出的方法的良好中心是本质上实现的(1)利用之前的圆柱形形状并计算在本地邻域中的CPC和(2)馈送关于树枝半径的先前知识,以产生附近的拓扑细化算法 - 最佳估计骨架点的位置。为了评估我们的方法,我们构建一个具有已知地面真理的新型树点云数据集,提出了三种定量评估方法:骨架点偏差(SPD),分叉点覆盖(BPC)和终点覆盖(EPC)。定量评估和视觉评估表明,该方法在提取的树木骨架的拓扑正确和中心方面明显优于传统的方法。

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