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Optimization of assembly tolerance variation and manufacturing system efficiency by using genetic algorithm in batch selective assembly

机译:批量选择装配中使用遗传算法优化装配公差变化和制造系统效率

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摘要

Quality of an assembly of any manufactured product is mainly based on the quality of mating components. Due to random variations in sources such as materials, machines, operators, and measurements, mating components manufactured by even the same process may vary in their dimensions. When mating components are assembled linearly, the resulting assembly tolerance will be the sum of the mating components tolerances. All precision assemblies demand for a closer assembly tolerance. A significant amount of research has already been done to minimize assembly variation using selective assembly, when the dimensions of components follow normal distribution. However, in reality, the dimensions of components produced especially in smaller to medium size batches, invariably have some skewness (non-normality), which makes the methods developed and reported in the literature, often not suitable for practice. In this work, batch selective assembly methodology is proposed for components having non-normal distributions to minimize the assembly tolerance variations. The proposed method which employs a genetic algorithm for obtaining the best combination of mating components is able to achieve minimum variations in assembly tolerances and also maximum number of acceptable assemblies. The proposed algorithm is tested with a set of experimental problem datasets and is found outperforming the other existing methods found in the literature, in producing solutions with minimum assembly variation.
机译:任何制造产品的装配质量主要取决于配合零件的质量。由于材料,机器,操作员和测量等来源的随机变化,即使是同一过程制造的配合组件,其尺寸也会有所不同。当配对零件线性组装时,最终的装配公差将是配对零件公差的总和。所有精密装配都要求更严格的装配公差。当零件的尺寸遵循正态分布时,已经进行了大量研究以使用选择性组装来最大程度地减少组装变化。但是,实际上,尤其是在中小批量生产中,组件的尺寸始终具有一定的偏斜度(非正态性),这使得文献中开发和报道的方法通常不适合实践。在这项工作中,针对具有非正态分布的组件提出了批量选择装配方法,以最大程度地减小装配公差变化。所提出的采用遗传算法以获得配合零件的最佳组合的方法能够实现装配公差的最小变化以及可接受装配的最大数量。所提出的算法已通过一组实验问题数据集进行了测试,并且在生产装配偏差最小的解决方案中,其性能优于文献中其他现有方法。

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