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Optimal tolerance design of hierarchical products based on quality loss function

机译:基于质量损失功能的分层产品的最佳公差设计

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摘要

Taguchi's loss function has been used for optimal tolerance design, but the traditional quadratic quality loss function is inappropriate in the tolerance design of hierarchical products, which are ubiquitous in industrial production. This study emphasizes hierarchical products and extends the traditional quality loss function on the basis of Taguchi's quadratic loss function; the modified formulas are subsequently used to establish quality loss function models of the nominal-the-best, larger-the-better, and smaller-the-better characteristics of hierarchical products. An example is presented to demonstrate the application of the extended smaller-the-better characteristic loss function model to the optimal tolerance design of hierarchical products. Furthermore, the problem associated with selecting materials of various grades in the design process is discussed. The results show that the extended quality loss function model demonstrates good operability in the tolerance design of hierarchical products.
机译:Taguchi的损耗功能已被用于最佳公差设计,但传统的二次质量损失功能在分层产品的公差设计中是不合适的,这在工业生产中普遍存在。本研究强调了等级产品,并在基于Taguchi的二次损失功能的基础上扩展了传统的质量损失功能;随后使用改进的公式来建立标称最佳的质量损失函数模型,更大的更好,更较大,更较小的等级产品的特征。提出了一个示例以证明将较小的更好的特征损失函数模型的应用扩展到分级产品的最佳公差设计。此外,讨论了与在设计过程中选择各种等级的材料相关的问题。结果表明,扩展质量损失函数模型在分级产品的公差设计中表现出良好的可操作性。

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