Key Characteristics identification by global sensitivity analysis

• Published in: International journal on interactive design and manufacturing Vol. 14; no. 2; pp. 423 - 434
• Main Authors: Idriss, Dana, Beaurepaire, Pierre, Homri, Lazhar, Gayton, Nicolas
• Format: Journal Article
• Language: English
• Published: Paris Springer Paris 01.06.2020; Springer Nature B.V; Springer Verlag
• Subjects: CAE) and Design; Computer-Aided Engineering (CAD; Conformity; Design; Designers; Electronics and Microelectronics; Engineering; Engineering Design; Engineering drawings; Engineering Sciences; Identification; Industrial Design; Instrumentation; Manufacturing; Mechanical Engineering; Methods; Original Paper; Parameter identification; Product quality; Quantitative analysis; Sensitivity analysis; Global Sensitivity Analysis; Sobol’ indices; Key Characteristics; Tolerance Analysis
• ISSN: 1955-2513; 1955-2505
• DOI: 10.1007/s12008-019-00625-z

During the design stage of product manufacturing, the designers try to specify only the necessary critical dimensions or what is called “Key Characteristics”. Knowing that dealing with Key Characteristics is time consuming and costly, it is preferable to reduce their number and exclude the non-contributing parameters. Different strategies that are based on qualitative or quantitative approaches for the identification of these dimensions are followed by the companies. The common way is to define the critical functional requirements which are expressed in terms of dimensions. When the functional requirements are set as critical, all the involved dimensions are labelled as Key Characteristics. However they do not have the same importance and need to be classified between contributing and non-contributing parameters. There is not a quantitative method that serves for the identification of Key Characteristics in the critical functional requirements. This paper suggests a numerical methodology which can be a step forward to a better ranking of the Key Characteristics. It is based on the global sensitivity analysis and more precisely on Sobol’ approach. The sensitivity of the Non Conformity Rate corresponding to the production of the product is measured with respect to the variable parameters characterizing the dimensions. The method is applied, first on a simple two-part example, then on a system having a linearised functional requirement and finally on a system with two non-linear functional requirements. The results show the main effects of the dimensions in addition to their interactions. Consequently it is possible to prioritize some and neglect the effect of the others and classify them respectively as Key Characteristics or not.