TY - CHAP
T1 - Integration of the response surface methodology with the compromise decision support problem in developing a general robust design procedure
AU - Chen, Wei
AU - Tsui, Kwok Leung
AU - Allen, Janet K.
AU - Mistree, Farrokh
PY - 1995
Y1 - 1995
N2 - In this paper we introduce a comprehensive and rigorous robust design procedure to overcome some limitations of the current approaches. A comprehensive approach is general enough to model the two major types of robust design applications, namely, robust design associated with the minimization of the deviation of performance caused by the deviation of noise factors (uncontrollable parameters), and robust design due to the minimization of the deviation of performance caused by the deviation of control factors (design variables). We achieve mathematical rigor by using, as a foundation, principles from the design of experiments and optimization. Specifically, we integrate the Response Surface Method (RSM) with the compromise Decision Support Problem (DSP). Our approach is especially useful for design problems where there are no closed-form solutions and system performance is computationally expensive to evaluate. The design of a solar powered irrigation system is used as an example. Our focus in this paper is on illustrating our approach rather than on the results per se.
AB - In this paper we introduce a comprehensive and rigorous robust design procedure to overcome some limitations of the current approaches. A comprehensive approach is general enough to model the two major types of robust design applications, namely, robust design associated with the minimization of the deviation of performance caused by the deviation of noise factors (uncontrollable parameters), and robust design due to the minimization of the deviation of performance caused by the deviation of control factors (design variables). We achieve mathematical rigor by using, as a foundation, principles from the design of experiments and optimization. Specifically, we integrate the Response Surface Method (RSM) with the compromise Decision Support Problem (DSP). Our approach is especially useful for design problems where there are no closed-form solutions and system performance is computationally expensive to evaluate. The design of a solar powered irrigation system is used as an example. Our focus in this paper is on illustrating our approach rather than on the results per se.
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M3 - Chapter
AN - SCOPUS:0029431454
T3 - American Society of Mechanical Engineers, Design Engineering Division (Publication) DE
SP - 485
EP - 492
BT - 21st Annual Design Automation Conference
T2 - Proceedings of the 1995 ASME Design Engineering Technical Conference
Y2 - 17 September 1995 through 20 September 1995
ER -