4.5 Article

Integrated uncertainty management in parametric design and tolerancing

Journal

JOURNAL OF ENGINEERING DESIGN
Volume 32, Issue 10, Pages 517-537

Publisher

TAYLOR & FRANCIS LTD
DOI: 10.1080/09544828.2021.1925230

Keywords

Robust design; tolerancing; uncertainty management; uncertainty propagation

Funding

  1. French Higher Education Ministry
  2. Arts et metiers foundation

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The key purpose of robust design and tolerancing approaches is the management of uncertainty. While sharing the same objective, the focus of the corresponding development phases is quite different. Robust design focuses on solutions that are insensitive to noise factors, while tolerancing focuses on limiting manufacturing imprecision through optimal tolerances.
The key purpose of robust design and tolerancing approaches is the management of uncertainty. Against this background, it is not surprising that there is a large overlap between the basic ideas and concepts in both fields. However, while sharing the same objective, the focus of the corresponding development phases is quite different; that is (i) the determination of solutions that react insensitive, in other words robust, to n oise factors - Robust parametric design; and (ii) the limitation of the effects of manufacturing imprecision by the specification of optimal tolerances - Tolerancing. As a consequence, there also is a significant gap between both concepts. Focusing on the improvement of design solutions, robustness is often related to uncertainty of not known designs or manufacturing processes. Due to the complexity of a largely matured solution, tolerancing tasks are usually based on previously specified, key characteristics or behavior models that are supposed perfect. Therefore, an overview of robust design and tolerancing is used to highlight the deficiencies, and to formalize a new classification of tolerance analysis issues based on the type of uncertainty considered. The proposed framework is based on Dempster-Shafer evidence theory and allows to efficiently perform statistical tolerance analyses under model imprecision.

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