Abstract
The problem of vehicle development subject to uncertain parameters is of great significance in realistic engineering applications. A probabilistic optimization approach are proposed to deal with the uncertainty and demonstrated in vehicle suspension design application. The uncertainty propagation is realized by Sparse Grid Techniques. As a hierarchical multilevel Multidisciplinary Design Optimization (MDO) method with uncertainty, Probabilistic Analytical Target Cascading (PATC) is enhanced by considering the first two statistical moments of interrelated responses. The proposed methods were demonstrated by a suspension probabilistic optimization problem, and were solved by the proposed PATC and SGNI. Results show that the enhanced PATC has good effectiveness and efficiency.
F2012 -G01-018
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References
Kim H, Kumar D, Chen W, Papalambros PY (2004) Target feasibility achievement in enterprise-driven hierarchical multidisciplinary design, 10th AIAA/ISSMO multidisciplinary analysis and optimization conference, paper no AIAA-2004-4546, Albany
Allison J (2004) Complex system optimization: a comparison of analytical target cascading, collaborative optimization and other formulations, MS thesis, University of Michigan, Ann Arbor, Michigan
Michalek JJ, Papalambros PY (2005) Technical brief: weights, norms, and notation in analytical target cascading ASME J. Mech Des pp 499–501
Ang AH-S, Tang WH (1975) Probability concepts in engineering planning and design, vol 1–Basic principles Wiley, New York
Du X, Chen W (2000) Towards a better understanding of modeling feasibility robustness in engineering, ASME J. Mech Des pp 385–394
Kokkolaras M, Mourelatos ZP, Papalambros PY (2006) Design optimization of hierarchically decomposed multilevel system under uncertainty. ASME J. Mech 128(3):503–508
Seo HS, Kwak BM (2002) Efficient statistical tolerance analysis for general distributions using three-point information. Int J Prod Res 40(4):931–944
Xu H, Rahman S (2005) Decomposition methods for structural reliability analysis. Probab Eng Mech V20(3):239–250
Klimke A, Wohlmuth B (2005) Computing expensive multivariate functions of fuzzy numbers using sparse grids. J Fuzzy Sets Syst 154(3):432–453
Klimke A (2007) Sparse grid interpolation toolbox—user’s guide IANS report. University of Stuttgart, Stuttgart
Tao J, Zeng X, Cai W et al. (2007) Stochastic sparse-grid collocation algorithm (SSCA) for periodic steady-state analysis of nonlinear system with process variations. Design Automation Conference, ASP-DAC ‘07, Asia and South Pacific, IEEE Xplore 474–479
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Chen , X., Zhao, Q., Lin, Y., Song, K. (2013). A Probabilistic Optimization Approach to Vehicle Suspension Design Under Uncertainty. In: Proceedings of the FISITA 2012 World Automotive Congress. Lecture Notes in Electrical Engineering, vol 198. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-33795-6_8
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DOI: https://doi.org/10.1007/978-3-642-33795-6_8
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