首页> 外文期刊>International Journal of Precision Engineering and Manufacturing >Tolerance Analysis in Selective Assembly of Multiple Component Features to Control Assembly Variation Using Matrix Model and Genetic Algorithm
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Tolerance Analysis in Selective Assembly of Multiple Component Features to Control Assembly Variation Using Matrix Model and Genetic Algorithm

机译:用矩阵模型和遗传算法控制组装变型的多组分特征选择组装的公差分析

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摘要

A product may consist of two or more components being assembled together. The geometrical and dimensional tolerances (GDT) present in each feature of the components influence the performance of the assembly. Their accumulation and propagation on assembly fit can be investigated by tolerance analysis. However, during the high precision assembly manufacturing, especially in the selective assembly process, only the dimensional deviations of mating components are considered to evaluate the assembly fit. In this paper, the assembly fits in selective assembly due to GDT of an individual feature of components, is modelled by the matrix method of tolerance analysis. Based on the principles of Technologically and Topologically Related Surfaces and Minimum Geometric Datum Elements, a worst case tolerance analysis is applied into the selective assembly. The conventional method of dividing the components into groups (bins) by dimensional deviation is replaced by integrated GDT. The best combination of components to obtain minimum assembly variation is achieved through a genetic algorithm. The proposed method is demonstrated using a two-dimensional valvetrain assembly that consists of camshaft, tappet, and valve-stem. The effect of considering and annulling the GDT in selective assembly is verified up to 20 numbers of group size.
机译:产品可以包括两个或更多个组件组装在一起。组件的每个特征中存在的几何和尺寸公差(GDT)影响了组装的性能。可以通过公差分析来研究它们对组装拟合的积累和传播。然而,在高精度组装制造期间,特别是在选择组装过程中,仅考虑配合部件的尺寸偏差来评估组件配合。在本文中,由于组件的单个特征的GDT,组装在选择性组件中配合,由矩阵方法进行建模。基于技术和拓扑相关表面的原理和最小几何基准元件,将最坏的情况公差分析应用于选择组件中。通过尺寸偏差将组分分成组(箱)的常规方法被集成的GDT代替。通过遗传算法实现以获得最小装配变化的最佳组件组合。使用由凸轮轴,挺杆和阀杆组成的二维阀门组件来证明所提出的方法。考虑和归咎于选择性组件中GDT的效果验证了高达20个组尺寸。

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