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TAKING THE GRUNT WORK OUT OF TOLERANCE OPTIMIZATION

机译:进行公差优化的粗化工作

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摘要

The activity of tolerance allocation and optimization is a critical step in the product design process. This inherent tradeoff between design objectives and process capability poses challenges in achieving right tolerances, both technically and effort-wise. Traditional methods in tolerance allocation are mostly regressive and are constrained by selection of the manufacturing processes. A progressive approach to tolerance allocation that does not assume these processes helps in achieving optimality of the tolerances and selection of manufacturing processes to realize the design. The two-stage process suggested in this paper formulates an optimization problem that allocates the tolerances based on sensitivities of tolerance values at the first stage followed by manufacturing process selection and further optimization to adhere to the processes selected in the second stage. The approach aims at achieving optimal allocation of tolerances and assignment of the manufacturing processes, while keeping the optimization problem computationally simple, although iterative.
机译:公差分配和优化的活动是产品设计过程中的关键步骤。设计目标和过程能力之间的内在折衷在技术上和努力上都难以实现正确的公差。公差分配的传统方法大多是回归性的,并受制造工艺选择的限制。不采用这些过程的渐进公差分配方法有助于实现公差的最佳化,并选择制造工艺以实现设计。本文提出的两阶段过程提出了一个优化问题,该问题基于第一阶段公差值的敏感性分配公差,然后选择制造过程并进行进一步优化以遵循第二阶段中选择的过程。该方法旨在实现公差的最佳分配和制造过程的分配,同时使优化问题的计算简单(尽管是迭代的)。

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