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Segmenting Periodic Reliefs on Triangle Meshes

机译:分割三角网格上的周期性浮雕

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Decorative reliefs are widely used for e.g. packaging and porcelain design. In periodic reliefs, the relief repeats a pattern, for example all the way around an underlying surface of revolution. Reverse-engineering of existing reliefs allows them to be re-applied to different base surfaces; we show here how to segment a single repeat unit of a periodic relief starting from a scanned triangle mesh. We first briefly review how we segment the relief from the background surface using our previous work. The rest of the paper then concentrates on how we extract a single repeat unit from the relief. To do so, the user provides two points on one relief boundary which are in approximate correspondence on consecutive repeats of the relief. We first refine the relative locations of these points, and then determine a third corresponding point using relief boundary information. These are used to determine three initial cutting planes across the relief. Then surface registration strategies are utilised to refine the correspondence between adjacent repeat units. Finally, we refine the exact locations of the cutting planes by considering only surface information close to the cutting planes. This allows a repeat unit of the periodic relief to be extracted.
机译:装饰浮雕广泛用于例如包装和瓷器设计。在周期性的浮雕中,浮雕重复图案,例如围绕革命的底层表面。现有救济的逆向工程允许它们重新施加到不同的基础表面;我们在这里展示如何从扫描的三角网格开始分割一个定期浮雕的单个重复单元。我们首先简要介绍我们使用我们以前的工作从背景表面分割救济的方式。然后,纸张的其余部分集中在我们如何从浮雕中提取单一重复单元。为此,用户在一个浮雕边界上提供两点,这在浮雕的连续重复上是近似对应的。我们首先优化这些点的相对位置,然后使用浮雕边界信息确定第三对应点。这些用于确定浮雕的三个初始切割平面。然后使用表面注册策略来优化相邻重复单元之间的对应关系。最后,我们通过仅考虑靠近切割平面的表面信息来优化切割平面的确切位置。这允许提取周期性缓解的重复单元。

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