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首页> 外文期刊>International Journal of Machine Tools & Manufacture: Design, research and application >Evaluation of sphericity error from form data using computational geometric techniques
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Evaluation of sphericity error from form data using computational geometric techniques

机译:使用计算几何技术从表单数据评估球度误差

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The measurement data for evaluation of sphericity error can be obtained from inspection devices such as form measuring instruments/set-ups Due to misalignment and size-suppression inherent in these measurements, sphericity data obtained will be distorted. Hence, the sphericity error is evaluated with reference to an assessment feature, referred to as a limacoid. Appropriate methods based on the computational geometry have been developed to establish Minimum Circumscribed, Maximum Inscribed and Minimum Zone Limacoids. The present methods start with the construction of 3-D hulls. A 3-D convex outer hull is established using computational geometric concepts presently available. A heuristic method is followed in this paper to establish a 3-D inner hull. Based on a new concept of 3-D equi-angular line, 3-D farthest or nearest equi-angular diagrams are constructed for establishing the assessment limacoids. Algorithms proposed in the present work are implemented and validated with the simulated data and the data available in the literature.
机译:可以从诸如形状测量仪器/装置之类的检查设备获得用于评估球形度误差的测量数据。由于这些测量中固有的未对准和尺寸抑制,所获得的球形度数据会失真。因此,球形度误差是根据评估特征(称为类鳄鱼)评估的。已经开发了基于计算几何的适当方法来建立最小外接,最大内接和最小区域类动物。本发明的方法开始于3-D船体的构造。使用目前可用的计算几何概念来建立3D凸外壳。本文采用启发式方法建立3-D内部船体。基于3-D等角线的新概念,构建了最远或最近的3-D等角图以建立评估类动物。通过模拟数据和文献中的可用数据来实现和验证本工作中提出的算法。

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