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충돌을 고려한 안전띠 일체형 의자의 다분야 통합최적설계Application of a Multidisciplinary Design Optimization Algorithm to Design of a Belt Integrated Seat Considering Crashworthiness

Other Titles
Application of a Multidisciplinary Design Optimization Algorithm to Design of a Belt Integrated Seat Considering Crashworthiness
Authors
신문균강병수박경진
Issue Date
May-2005
Publisher
대한기계학회
Keywords
다분야통합최적설계; 시스템해석; 하부시스템 최적화; 독립적 하부시스템에 기초한 다분야통합최적설계; 안전띠 일체형 의자; Multidisciplinary Design Optimization; System Analysis; Subspaceptimization; Multidisciplinary Design Optimization Based onIndependent Subspaces; Belt Integrated Seat
Citation
대한기계학회논문집 A, v.29, no.3, pp 395 - 402
Pages
8
Indexed
KCI
Journal Title
대한기계학회논문집 A
Volume
29
Number
3
Start Page
395
End Page
402
URI
https://scholarworks.bwise.kr/erica/handle/2021.sw.erica/46393
ISSN
1226-4873
Abstract
Recently Multidisciplinary Design Optimization Based on Independent Subspaces (MDOIS), an MDO (multidisciplinary design optimization) algorithm, has been proposed. In this research, an MDO problem is defined for design of a belt integrated seat considering crashworthiness, and MDOIS is applied to solve the problem. The crash model consists of an airbag, a belt integrated seat (BIS), an energy absorbing steering system, and a safety belt. It is found that the current design problem has two disciplines - structural nonlinear analysis and occupant analysis. The interdisciplinary relationship between the disciplines is identified and is addressed in the system analysis step in MDOIS. Interdisciplinary variables are belt load and stiffness of the seat, which are determined in system analysis step. The belt load is passed to the structural analysis subspace and stiffness of the seat back frame to the occupant analysis subspace. Determined design variables in each subspace are passed to the system analysis step. In this way, the design process iterates until the convergence criterion is satisfied. As a result of the design, the weight of the BIS and Head Injury Criterion (HIC) of an occupant are reduced with specified constraints satisfied at the same time. Since the system analysis cannot be formulated in an explicit form in the current example, an optimization problem is formulated to solve the system analysis. The results from MDOIS are discussed.
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COLLEGE OF ENGINEERING SCIENCES > DEPARTMENT OF MECHANICAL ENGINEERING > 1. Journal Articles

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