Axiomatic based decomposition for conceptual product design

• 成果类型: Article
• 署名作者: Mullens, MA; Arif, M; Armacost, RL; Gawlik, TA; Hoekstra, RL
• 署名单位: State University System of Florida; University of Central Florida; State University System of Florida; University of Central Florida; Deloitte Touche Tohmatsu Limited
• 刊物名称: PRODUCTION AND OPERATIONS MANAGEMENT
• ISSN/ISSBN: 1059-1478
• 发表日期: 2005
• 页码: 286-300
• 关键词: new product development; conceptual design; design process decomposition; axiomatic design; network partitioning

摘要

This paper describes a structured methodology for decomposing the conceptual design problem in order to facilitate the design process and result in improved conceptual designs that better satisfy the original customer requirements. The axiomatic decomposition for conceptual design method combines Alexander's network partitioning formulation of the design problem with Suh's Independence Axiom. The axiomatic decomposition method uses a cross-domain approach in a House of Quality context to estimate the interactions among the functional requirements that are derived from a qualitative assessment of customer requirements. These interactions are used in several objective functions that serve as criteria for decomposing the design network. A new network partitioning algorithm is effective in creating partitions that maximize the within-partition interactions and minimize the between-partition interactions with appropriate weightings. The viability, usability, and value of the axiomatic decomposition method were examined through analytic comparisons and qualitative assessments of its application. The new method was examined using students in engineering design capstone courses and it was found to be useable and did produce better product designs that met the customer requirements. The student-based assessment revealed that the process would be more effective with individuals having design experience, In a subsequent assessment with practicing industrial designers, it was found that the new method did facilitate the development of better designs. An important observation was the need for limits on partition size (maximum of four functional requirements.) Another issue identified for future research was the need for a means to identify the appropriate starting partition for initiating the design.