FAU College Collections
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Combination of anti-optimization and fuzzy-set-based analysis for structural optimization under uncertainty
Type: Text
Year: 1998, 1998
Member of: FAU College Collections
Contributors: Elishakoff, Isaac, Fang, Jianjie, Smith, Samuel M.
Description: An approach to the optimum design of structures, in which uncertainties with a fuzzy nature
in the magnitude of the loads are considered, is proposed in this study. The optimization process
under fuzzy loads is transformed into a fuzzy optimization problem based on the notion of
Wemers' maximizing set by defining membership functions of the objective function and
constraints. In this… more
Full Text: Mathematical Problems in Engineering, Volume 4, pp. 187-200 Reprints available directly from the publisher Photocopying pennitted by license only © 1998 OPA (Overseas Publishers Association) N.V. Published by license under the Gordon and Breach Science …
Hybrid probabilistic and convex modeling of excitation and response of periodic structures
Type: Text
Year: 1996, 1996
Member of: FAU College Collections
Contributors: Elishakoff, Isaac, Zhu, L. P.
Description: In this paper, a periodic finite-span beam subjected to the stochastic acoustic pressure with bounded parameters
is investigated. Uncertainty parameters exist in this acoustic excitation due to the deviation or imperfection. First,
a finite-span beams subjected to the random acoustic pressure field are studied, the exact analytic forms of the
cross-spectral density of both the transverse… more
Full Text: © 1996 OPA (Overseas Publishers Association) Amsterdam B.V. Published in The Netherlands under license by Gordon and Breach Science Publishers SA Printed in Malaysia MPE- Volume 2, pp. 143-163 Reprints available directly from the publisher Photocopying …
Antioptimization of earthquake exitation and response
Type: Text
Year: 1998, 1998
Member of: FAU College Collections
Contributors: Baratta, A., Elishakoff, Isaac, Zuccaro, G.
Description: The paper presents a novel approach to predict the response of earthquake-excited
structures. The earthquake excitation is expanded in terms of series of deterministic
functions. The coefficients of the series are represented as a point in N-dimensional
space. Each available accelerogram at a certain site is then represented as a point in
the above space, modeling the available fragmentary… more
Full Text: Mathematical Problems in Engineering Volume 4, pp. 1-19 Reprints available directly from the publisher Photocopying permitted by license only © 1998 OPA (Overseas Publishers Association) Amsterdam B. V. Published under license under the Gordon and Breach …