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MATHEMATICAL MODEL FOR LINEAR SYMMETRY BASED ON TOLERANCING PRINCIPLE

机译:基于Tollancing原理的线性对称数学模型

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摘要

Tolerance is defined by graphic example and text description in the national standard and is not adaptable for expressing, processing and transferring in computers. It is essential for the integration of CAD and CAM and how to interpret its semantics is becoming a focus. Research on tolerance of mathematical model has been the topic of active research in recent years. But the models seldom consider the tolerancing principle. Thus an improven mathematical model based on independence principle (IP) and maximum material requirement (MMR) was proposed for linear symmetry tolerance. Small displacement torsor(SDT) was introduced in tolerance modeling. The constraint conditions of linear symmetry tolerance were developed systematically under IP and MMR. The corresponding mathematical models of linear symmetry of surface feature and central feature were deduced. The models can interpret the semantics of symmetry tolerance exactly and completely and can be used with the following processing. It's very important applications for seamless integration of CAD and CAM.
机译:公差是由国家标准中的图形示例和文字描述定义的,不适用于计算机中的表达,处理和传输。对于CAD和CAM的集成至关重要,如何解释其语义已成为焦点。近年来,关于数学模型的公差的研究一直是积极研究的主题。但是模型很少考虑公差原则。因此,针对线性对称公差,提出了一种基于独立性原理(IP)和最大材料要求(MMR)的改进数学模型。在容差建模中引入了小位移转矩(SDT)。在IP和MMR下系统地建立了线性对称公差的约束条件。推导了表面特征和中心特征线性对称的数学模型。该模型可以准确而完整地解释对称容忍的语义,并可以用于以下处理。这是CAD和CAM无缝集成的非常重要的应用程序。

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