Closed-Form Optimal Tolerance for Minimum Manufacturing Cost and Quality Loss Cost

Shao Gang Liu; Qiu Jin

doi:10.4028/www.scientific.net/AMR.655-657.2084

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Closed-Form Optimal Tolerance for Minimum Manufacturing Cost and Quality Loss Cost

Abstract:

Tolerance allocation have significant influence on the manufacturing cost and quality loss cost. In order to obtain optimal tolerance, Lagrange multiplier method is used to minimize the summation of manufacturing cost and quality loss cost subject to constraints on product functional requirement. The reciprocal power cost-tolerance model with different functional constraints is considered, and closed-form optimal tolerances are obtained. Using the model proposed in this paper, the optimal tolerance can be obtained quickly and accurately. One example is used to illustrate the method proposed in this paper.