几何公差分析中形状偏差积分的新方法

Mouhssine Chahbouni, Mustapha Elmouden, S. Boutahari, D. Amegouz
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摘要

公差是机构设计过程中的一个重要步骤。有两种容差方法:容差分析和容差综合。公差分析的原理是为了验证机构的功能状况,为此需要对各基本零件的具体公差进行校核。而公差综合的目的是计算构成机构的零件的特定公差。本文的目的是建立一种基于形状偏差积分的几何公差分析新方法。为此,我们研究了一个装配两个圆柱形零件(轴和孔)的例子。首先,在忽略形状偏差的情况下,采用偏差域法对零件装配公差进行分析。本研究的第二步是采用相同的方法分析公差,但引入了形状偏差,通过使用离散模态方法对具有形状偏差的曲面建模,并应用为模拟我们的方法而开发的新算法。最后,我们通过计算不遵规率(TNC)来比较有和没有形式偏差的两项研究。
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New Approach to Integration of Form Deviations in the Analysis of Geometric Tolerances
— Tolerancing is an important step in the design process of a mechanism. There are two tolerancing approaches: tolerance analysis and tolerance synthesis. The principle of tolerance analysis is to verify the functional condition of the mechanism, for that purpose it is necessary to check the specific tolerances of each elementary part. Whereas the tolerance synthesis aim to calculate the specific tolerances of the parts forming the mechanism. The purpose of this paper is to develop a new approach of geometric tolerances analysis with integration of form deviations. For this we studied an example of assembly of two cylindrical parts (shaft and bore). The first step is to analyze the tolerances of the component parts assembly using the deviation domain method by neglecting the form deviations. The second step of this study is to analyze the tolerances with the same method but with the introduction of the form deviations, by using the discrete modal method for the modeling of surfaces with form deviations and applying a new algorithm developed for the simulation of our approach. Finally, we compared the two studies with and without form deviations through the calculation of a non-compliance rate (TNC)
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