A Geometric Model for Tolerance Analysis with Manufacturing Signature and Operating Conditions

W. Polini, A. Corrado
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Abstract

In this work, a geometric model for tolerance analysis has been carried out. Geometric reasoning has been implemented in the model to simulate the manufacturing process and, then, the assembly sequence. The proposed geometric model has been applied to a case study consisting of two circular profiles due to the turning process, and a hollow rectangular box. The two circular profiles have been assembled inside the box by considering the gravity, and the friction among the parts and the actual points of contact with and without using the manufacturing signature. Matlab® software has been used to implement the geometric model for tolerance analysis. The results have been compared with those obtained by using a literature model with and without considering the manufacturing signature. This work aims to be a first step towards the integration of the design and the manufacturing in a concurrent engineering approach.
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具有制造特征和操作条件的公差分析几何模型
在这项工作中,建立了一个用于公差分析的几何模型。几何推理已在模型中实现,以模拟制造过程,然后模拟装配顺序。所提出的几何模型已应用于一个由车削过程产生的两个圆形轮廓和一个空心矩形盒组成的案例研究。考虑到重力、零件之间的摩擦以及使用和不使用制造签名的实际接触点,两个圆形轮廓已在盒子内组装。Matlab®软件已用于实现公差分析的几何模型。将结果与使用文献模型获得的结果进行了比较,其中考虑了制造特征和不考虑制造特征。这项工作旨在成为在并行工程方法中实现设计和制造集成的第一步。
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CiteScore
2.70
自引率
0.00%
发文量
21
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