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Influence of form on Tolerance-Map-generated frequency distributions for 1D clearance in design

机译:形式对设计中一维间隙的公差图生成的频率分布的影响

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Tolerance-maps are used to generate the frequency distribution for 1D clearance between two planar features, one of which is manufactured on a part to given size and form tolerances. A Tolerance-Map (T-Map) [Davidson JK, Shah JJ, Mujezinovic A. Method and apparatus for geometric variations to integrate parametric computer-aided design with tolerance analysis and optimization, US Patent 6,963,824; November 8, 2005] is the range of points resulting from a one-to-one mapping from all the variational possibilities of a perfect-form feature, within its tolerance-zone, to a specially designed Euclidean point-space. A functional T-Map represents both the acceptable range of 1D clearance and the acceptable limits to the 3D variational possibilities of the target face consistent with it. The geometric shapes of the perfect-form feature T-Map, together with subsets of certain perfect-form variations within it, represent all variational possibilities of manufacture of the part. This array of possibilities is combined with the functional T-Map to compute a measure of all variational possibilities that will give each value of clearance. The measures are then arranged as a probability density function over the acceptable range of clearance. In this paper form variations are incorporated as subsets in order to model the coupling between form variations and the allowable range of actual-mating-size, as required by Rule #1 of the ASME Standard. Two distributions for flatness are used as examples to illustrate the influence of form on the frequency distribution for 1D clearance: the uniform distribution and the Gaussian distribution that has been truncated symmetrically to a range of six standard deviations.
机译:公差图用于生成两个平面特征之间一维间隙的频率分布,其中一个在零件上以给定的尺寸和形状公差制造。公差图(T-Map)[Davidson JK,Shah JJ,MujezinovicA。几何变化的方法和装置,以将参数化计算机辅助设计与公差分析和优化集成在一起,美国专利6,963,824; [2005年11月8日]是由一对一映射得到的点的范围,从一个完美形式的特征的所有变化可能性(在其公差范围内)到一个专门设计的欧几里得点空间。功能性T贴图既代表一维间隙的可接受范围,也代表与之对应的目标面3D变异可能性的可接受极限。完美形式特征T-Map的几何形状以及其中某些完美形式变化的子集代表了零件制造的所有变化可能性。这种可能性阵列与功能性T映射相结合,以计算所有变化可能性的度量,这些变化将给出间隙值。然后在可接受的清除范围内将这些度量安排为概率密度函数。在本文中,按照ASME标准规则1的要求,将形式变体作为子集并入,以对形式变体与实际配合尺寸的允许范围之间的耦合进行建模。以平面度的两个分布为例来说明形式对一维间隙频率分布的影响:均匀分布和高斯分布,该分布已被对称地截断为六个标准偏差的范围。

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