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Tolerance design for the fit between bore and shaft for precision assemblies with significant error-scaling problems

机译:孔和轴之间的配合公差设计,用于带有严重误差缩放问题的精密装配

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摘要

An inspection procedure may be necessary when a process does not have the capability to produce parts that meet specifications. After inspection, the accepted parts then have a probability density function which is truncated. In a previous paper, the authors presented a method for the computation of tolerances for the fit between a bore and a shaft, based on the construction of a probabilistic model of the fit, using truncated probability density functions for the bore and shaft. In this paper, a method of design is presented for the computation of tolerances for the bore and shaft that are necessary to satisfy the tolerance of the fit and at the same time minimize the probability of rejection for the processes that produce the bore and shaft. Application is made to the situation where the variations in the dimensions of the parts may be large compared with their nominal dimension or the fit requirement of the assembly. Such a situation will be denoted as the error-scaling problem.
机译:当过程没有能力生产符合规格的零件时,可能需要检查程序。在检查之后,接受的零件将具有被截断的概率密度函数。在先前的论文中,作者基于孔和轴的截断概率密度函数,在构造拟合概率模型的基础上,提出了一种计算孔与轴之间的配合公差的方法。在本文中,提出了一种设计方法,用于计算孔和轴的公差,这些公差是满足配合公差所必需的,同时最小化了生产孔和轴的工艺的拒绝概率。适用于零件的尺寸与其标称尺寸或组件的装配要求相比可能较大的情况。这种情况将被称为错误缩放问题。

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