Title of article
Structural reliability under non-Gaussian stochastic behavior
Author/Authors
Seung-Kyum Choi، نويسنده , , Ramana V. Grandhi، نويسنده , , Robert A. Canfield، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2004
Pages
9
From page
1113
To page
1121
Abstract
One of the important issues in uncertainty analysis is to find an effective way for propagating uncertainty through the system. In this paper, the polynomial chaos expansion (PCE) was selected, since this approach can reduce the computational effort in large-scale engineering design applications. An implementation of PCE for different probability distributions is the focus of this paper. Two existing techniques, a generalized PCE algorithm and transformation methods, are investigated and verified for their accuracy and efficiency for non-normal random variable cases. A highly non-linear structural model of an uninhabitated joined-wing aircraft and a three pin-connected rod structure are used for demonstrating the method.
Keywords
SFEM , Reliability , Polynomial chaos , Latin hypercube , Joined wing
Journal title
Computers and Structures
Serial Year
2004
Journal title
Computers and Structures
Record number
1209531
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