Theses and Dissertations
Issuing Body
Mississippi State University
Advisor
Rais-Rohani, Masoud
Committee Member
Newman, James C. III
Committee Member
Eamon, Christopher D.
Date of Degree
12-14-2001
Document Type
Graduate Thesis - Open Access
Major
Engineering Mechanics
Degree Name
Master of Science
College
College of Engineering
Department
Department of Aerospace Engineering
Abstract
The reliability analysis and reliability-based optimization of laminated circular cylinders under axial buckling instability are studied. Structural reliability is measured in terms of Hasofer-Lind reliability index. The response surface models are used in both the calculation of the reliability index and the reliability-based optimization. In reliability analysis, both deterministic and probabilistic sensitivity factors are investigated; the results show that the reliability index is most sensitive to the applied load and Young's modulus of the material. Two cases are considered in the optimization study. In the first case, the cylinder weight is minimized subject to a reliability constraint whereas in the second case, cylinder reliability is maximized subject to a weight constraint. In addition, two different optimization techniques are studied. In the first technique, a global response surface model of the buckling response based on 3000 Monte Carlo simulations is used for the design optimization whereas in the second technique, multiple local regression models, with each based on approximately 20 simulations, are used in sequential search of an optimum design. An optimum design is found. The results based on sequential application of multiple local regression models are close to those from global optimization while the former is much more efficient in terms of computational cost.
URI
https://hdl.handle.net/11668/19193
Recommended Citation
Su, Bin, "Reliability-Based Optimization of Anisotropic Cylinders with Response Surface Approximation of Axial Buckling Load" (2001). Theses and Dissertations. 3782.
https://scholarsjunction.msstate.edu/td/3782
Comments
reliability-based optimization||response surface||reliability analysis