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Optimization of fixture and joint positions in sheet metal assembly: the effect of fixture numbers and constraints

机译:金属板组装中的夹具和接头位置的优化:夹具数量和约束的影响

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摘要

Assembly process is widely used in the manufacturing processes. Fabrication processes such as machining, casting and metal forming are not perfect and introduce variation in the components. Variations of components and tools accumulate and cause the assembly variation. In this paper, after reviewing the literature and presenting sheet metal assembly variation analysis, an optimization method is used to minimize the assembly variation by optimizing the location of joints and fixtures. The model is constructed in ANSYS with three fixtures and two joints. When a black-box function calculated numerically in software is used as the objective function, using deterministic methods for optimization is not suitable because the deterministic methods need knowledge of the objective functions. Also, using stochastic methods such as genetic algorithm is not suitable because of the large number of function evaluations they normally need. In this paper, an optimization algorithm based on mode-pursuing sampling (MPS) method is used to minimize the assembly variation. The optimization method is explained and after implementing the method, results are presented. It is learned that, in addition to the number of fixtures, the constraints on neighboring fixture locations also affect the optimal fixture layout, as well as the final assembly stiffness and spring-back.
机译:组装过程广泛用于制造过程中。制造工艺,如加工,铸造和金属成形并不完美并引入组件的变化。部件和工具的变化积累并导致组装变化。本文在审查文献和呈现钣金组件变化分析之后,使用优化方法来最小化组装变化,通过优化关节和固定装置的位置。该模型由具有三个固定装置和两个关节的ANSYS构建。当使用数字中数值计算的黑匣子功能用作目标函数时,使用确定性方法进行优化是不合适的,因为确定性方法需要了解客观函数。此外,使用诸如遗传算法的随机方法不适合,因为它们通常需要的函数评估数量很多。本文使用基于模式追踪采样(MPS)方法的优化算法来最小化组装变化。解释优化方法,并在实现方法之后,提出了结果。据悉,除了固定装置的数量之外,邻近夹具位置的约束还会影响最佳夹具布局,以及最终的装配刚度和弹簧。

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