An Efficient Solution to the Discrete Least-Cost Tolerance Allocation Problem with General Loss Functions
Book chapter, 2007

The tolerance allocation problem consists of choosing tolerances on dimensions of a complex assembly so that they combine into an ‘optimal state’ while retaining certain requirements. This optimal state often coincides with the minimum manufacturing cost of the product. Sometimes it is balanced with an artificial cost that the deviation from target induces on the quality of the product. This paper analyses and suggests a solution to the discrete allocation problem. It also extends the problem to include treating general loss functions. General loss in this paper means an arbitrary polynomial function of a certain degree. We also briefly review the current work that has been made on solving the tolerance allocation problem.

Tolerance allocation

discrete optimization

quality loss

Author

Johan Lööf

Chalmers, Product and Production Development, Product Development

Chalmers, Product and Production Development

Tomas Hermansson

Rikard Söderberg

Chalmers, Product and Production Development

Chalmers, Product and Production Development, Product Development

Models for Computer Aided Tolerancing Design and Manufacturing


1-4020-5437-8 (ISBN)

Subject Categories

Computational Mathematics

ENGINEERING AND TECHNOLOGY

DOI

10.1007/1-4020-5438-6_13

ISBN

1-4020-5437-8

More information

Latest update

9/7/2021 1