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The Modeling Approach of Digital Real Tooth Surfaces of Hypoid Gears based on Non-Geometric-Feature Segmentation and Interpolation Algorithm

机译:基于非几何特征分割和插值算法的准双曲面数字真齿曲面建模方法

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摘要

A method for reconstructing the digital real tooth surfaces of hypoid gears can be a significant foundation for a variety of dynamic performance and lifetime prediction. This study demonstrates a new digital real tooth surfaces modeling approach for hypoid gears based on non-geometric-feature segmentation and interpolation algorithm. In this method, the discrete data points, which are obtained by using acoordinate measure machine (CMM), are segmented in the form of Delaunay triangular meshes. In order to identify irregular local micro-geometry features, the segmentation method starts with a feature detection based on normal vectors of Delaunay triangular meshes, identifying wear regions around each discrete data point, and is followed by region growing steps to divide tooth surface. In addition, a revised interpolation algorithm is applied to describe local micro-geometry features on wear regions via weighted factors to locally qualify the triangular vertexes. And the revised fairing algorithm minimizes the effect of noisy points. Experimental results from reconstruction of real tooth surface after wear test demonstrate that our method can improve the computation precision of wear region on actual tooth surfaces.
机译:重构准双曲面齿轮的数字真实齿面的方法可以成为各种动态性能和寿命预测的重要基础。这项研究演示了一种基于非几何特征分割和插值算法的准双曲面齿轮数字真实齿面建模新方法。在这种方法中,将使用坐标测量机(CMM)获得的离散数据点分割为Delaunay三角网格的形式。为了识别不规则的局部微几何特征,分割方法从基于Delaunay三角网格的法向向量的特征检测开始,识别每个离散数据点周围的磨损区域,然后进行区域增长步骤以划分牙齿表面。此外,采用修正的插值算法通过加权因子描述磨损区域上的局部微几何特征,以局部限定三角形顶点。改进的整流罩算法将噪声点的影响降到最低。磨损测试后重建真实牙齿表面的实验结果表明,我们的方法可以提高实际牙齿表面磨损区域的计算精度。

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