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Modeling and 3D object reconstruction by implicitly defined surfaces with sharp features

机译:用尖锐特征的隐式定义曲面建模和3D对象重建

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We propose a new method for describing sharp features (i.e., edges and vertices) of implicitly defined surfaces. We consider an initial implicitly defined surface, which is represented as the zero set of a C1 smooth scalar field with non-vanishing gradients. In order to represent sharp edges and vertices, this surface is augmented by adding new types of implicit representations, called edge descriptors and vertex descriptors. They are defined with the help of the distance field of edge curves. In our implementation, we use circular splines to describe these edge curves, since they support a fast and non-iterative closest point computation.After adding the edge and vertex descriptors to the initial scalar field, the zero set of the augmented function contains the sharp features. We apply the new representation to surface modeling by implicitly defined surfaces with sharp features and to object reconstruction. In the latter case we describe an algorithm for detecting the sharp curves and vertices of a shape which is given by an unorganized point cloud, which are then approximated by circular splines, in order to define the edge and vertex descriptors.
机译:我们提出了一种描述隐式定义的表面的尖锐特征(即边缘和顶点)的新方法。我们考虑初始隐式定义的表面,其表示为具有非消失梯度的C1平滑标量字段的零集。为了代表尖锐的边缘和顶点,通过添加新类型的隐式表示,称为边缘描述符和顶点描述符来增强该表面。它们是在边缘曲线的距离场的帮助下定义的。在我们的实现中,我们使用循环样条曲线来描述这些边缘曲线,因为它们支持一个快速且不迭代的最近点计算。在将边缘和顶拷贝描述符添加到初始标量字段中,增强功能的零集包含夏普特征。我们将新表示通过隐式定义的曲面应用于表面建模,具有尖锐的功能和对象重建。在后一种情况下,我们描述了一种用于检测由未组织点云给出的形状的尖锐曲线和顶点的算法,其然后通过圆形样条近似,以便定义边缘和顶点描述符。

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