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OPTIMAL TOLERANCE ALLOCATION OF AUTOMOTIVE PNEUMATIC CONTROL VALVES BASED ON PRODUCT AND PROCESS SIMULATIONS

机译:基于产品和过程模拟的气动气动控制阀的最佳公差分配

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摘要

This paper discusses a computational method for optimally allocating dimensional tolerances for an automotive pneumatic control valve. Due to the large production volume, costly tight tolerances should be allocated only to the dimensions that have high influence to the quality. Given a parametric geometry of a valve, the problem is posed as a multi-objective optimization with respect to product quality and production cost. The product quality is defined as 1) the deviation from the nominal valve design in the linearity of valve stroke and fluidic force, and 2) the difference in fluidic force with and without cavitation. These quality measures are estimated by using Monte Carlo simulation on a Radial-Basis Function Network (RBFN) trained with computational fluid dynamics (CFD) simulation of the valve operation. The production cost is estimated by the tolerance-cost relationship obtained from the discrete event simulations of valve production process. A multi-objective genetic algorithm is utilized to generate Pareto optimal tolerance allocations with respect to these objectives, and alternative tolerance allocations are proposed considering the trade-offs among multiple objectives.
机译:本文讨论了一种用于为汽车气动控制阀最佳分配尺寸公差的计算方法。由于生产量大,昂贵的紧公差仅应分配给对质量影响较大的尺寸。给定阀门的参数几何形状,问题就在于产品质量和生产成本方面的多目标优化。产品质量定义为:1)在阀门行程和流体力的线性方面与标称阀门设计的偏差,以及2)在有和没有气蚀的情况下流体力的差异。通过在径向基函数网络(RBFN)上使用蒙特卡洛(Monte Carlo)模拟对阀门操作进行计算流体动力学(CFD)模拟,可以估算出这些质量指标。通过从阀门生产过程的离散事件模拟获得的公差-成本关系来估算生产成本。利用多目标遗传算法来生成针对这些目标的帕累托最优公差分配,并考虑了多个目标之间的折衷,提出了替代公差分配。

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