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Feature preserving Delaunay mesh generation from 3D multi-material images

机译:从3D多材料图像保留特征的Delaunay网格生成

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摘要

Generating realistic geometric models from 3D segmented images is an important task in many biomedical applications. Segmented 3D images impose particular challenges for meshing algorithms because they contain multi-material junctions forming features such as surface patches, edges and corners. The resulting meshes should preserve these features to ensure the visual quality and the mechanical soundness of the models. We present a feature preserving Delaunay refinement algorithm which can be used to generate high-quality tetrahedral meshes from segmented images. The idea is to explicitly sample corners and edges from the input image and to constrain the Delaunay refinement algorithm to preserve these features in addition to the surface patches. Our experimental results on segmented medical images have shown that, within a few seconds, the algorithm outputs a tetrahedral mesh in which each material is represented as a consistent submesh without gaps and overlaps. The optimization property of the Delaunay triangulation makes these meshes suitable for the purpose of realistic visualization or finite element simulations.
机译:从3D分割图像生成逼真的几何模型是许多生物医学应用程序中的重要任务。分割的3D图像对网格划分算法提出了特殊的挑战,因为它们包含形成诸如表面斑块,边缘和角等特征的多材料结。生成的网格应保留这些特征,以确保模型的视觉质量和机械健全性。我们提出了一种保留特征的Delaunay细化算法,该算法可用于从分割的图像生成高质量的四面体网格。这个想法是从输入图像中显式采样拐角和边缘,并约束Delaunay细化算法以保留这些特征(除了表面补丁之外)。我们在分割医学图像上的实验结果表明,在几秒钟内,该算法将输出一个四面体网格,其中每种材料均表示为一致的子网格,没有间隙和重叠。 Delaunay三角剖分的优化属性使这些网格适合于现实可视化或有限元模拟的目的。

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