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A novel interpolation scheme for dual marching cubes on octree volume fraction data

机译:八叉树体积分数数据上双行进立方体的一种新型插值方案

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In this paper, we propose a novel interpolation scheme for surface extraction from volume fraction data stored on an octree. Here the volume fraction data is a set of octants each of which stores the volume ratio of the object included in the octant. Based on marching cubes on the dual grid of an octree, we modified the computation of the mesh vertex positions to be more appropriate for volume fraction data. The key point of the proposed interpolation is that we approximate the shapes of the octants as spheres rather than as cubes. This approximation has a very simple computation and can improve the accuracy of the vertex positions. We demonstrate the effectiveness of the algorithm using octree-compressed CT volumes that can be treated as volume fraction data. (C) 2017 Elsevier Ltd. All rights reserved.
机译:在本文中,我们提出了一种新的插值方案,用于从八叉树上存储的体积分数数据中提取表面。此处,体积分数数据是一组八分圆符,每个八分圆符存储八分圆符中包括的对象的体积比。基于在八叉树的双网格上行进的多维数据集,我们修改了网格顶点位置的计算,使其更适合于体积分数数据。拟议的插值法的关键点在于,我们将八分圆的形状近似为球形而不是立方体。该近似具有非常简单的计算,并且可以提高顶点位置的精度。我们证明了使用八叉树压缩CT体积(可以视为体积分数数据)的算法的有效性。 (C)2017 Elsevier Ltd.保留所有权利。

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