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Surface Reconstruction from Orthogonal Contours

机译:正交轮廓的曲面重建

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摘要

Reconstruction of surface from contours in medical images is often used for modeling. Contouring is usually performed using a single cross-sectional orientation. A potentially more efficient and accurate approach is to use two or more sets of orthogonal contours. In this case, a computational algorithm is needed for reconstructing surface from sets of orthogonal contours. The orthogonal contours are transformed into mesh of 3D polygons. The contours are then resampled using spline interpolation. Finally all possible triangulations for each polygon are evaluated to obtain triangulation. An optimal is selected to reconstruct patch according to a minimum area criteria with constrain on the dihedron angle. All reconstructed patches are combined together to produce a reconstructed surface from orthogonal contours. This method was found to produce surfaces with a smooth and highly realistic appearance.
机译:从医学图像中的轮廓重建表面通常用于建模。轮廓加工通常使用单个横截面方向进行。一种可能更有效和准确的方法是使用两组或更多组正交轮廓。在这种情况下,需要一种计算算法来从正交轮廓集中重建曲面。正交轮廓将转换为3D多边形的网格。然后使用样条插值对轮廓进行重新采样。最后,评估每个多边形的所有可能的三角剖分以获得三角剖分。选择一个最佳值以根据最小面积标准在二面角上受约束来重建面片。将所有重建的面片组合在一起,以从正交轮廓生成重建的表面。发现该方法产生具有光滑和高度逼真的外观的表面。

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