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A Comparison Study of Mathematical Models for Tolerance Analysis

机译:公差分析数学模型的比较研究

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This paper reviews two major models (Small Displacement Torsor, Deviation and Clearance Domain) for 3D functional tolerance analysis and compares them. The underlying mathematical representation of geometric tolerances can be classified as inequalities and multi-variate region. The corresponding algebraic or geometric tolerance propagation mechanism of each model is briefly introduced for worst-case and statistical tolerancing. Through a comprehensive comparison of these models, this paper gives some suggestions for choosing the appropriate method for a given tolerancing problem.
机译:本文评论了两种主要型号(小型位移纹体,偏差和间隙域),用于3D功能公差分析并进行比较。几何公差的底层数学表示可以被归类为不等式和多变体区域。简要介绍了每个模型的相应代数或几何公差传播机制以用于最坏情况和统计​​公差。通过对这些模型的全面比较,本文给出了为特定公差问题选择适当的方法的建议。

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