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Автор Choi, Kyung K.
Автор Haug, Edward J.
Автор Lam, Hung L.
Дата выпуска 1982
dc.description ABSTRACTA numerical method for solving distributed parameter structural optimization problems in which repeated eigenvalues may occur is formulated. Recent results on directional differentiability of repeated eigenvalues are used to develop a generalized steepest descent method for structural optimization. The algorithm is shown to overcome technical difficulties associated with nondifferentiability of repeated eigenvalues. The method is used to optimize design of a clamped-clamped column in which a repeated eigenvalue occurs.
Формат application.pdf
Издатель Taylor & Francis Group
Копирайт Copyright Taylor and Francis Group, LLC
Название A Numerical Method for Distributed Parameter Structural Optimization Problems with Repeated Eigenvalues
Тип research-article
DOI 10.1080/03601218208907410
Print ISSN 0360-1218
Журнал Journal of Structural Mechanics
Том 10
Первая страница 191
Последняя страница 207
Аффилиация Choi, Kyung K.; CENTER FOR COMPUTER AIDED DESIGN COLLEGE OF ENGINEERING THE UNIVERSITY OF IOWA
Аффилиация Haug, Edward J.; CENTER FOR COMPUTER AIDED DESIGN COLLEGE OF ENGINEERING THE UNIVERSITY OF IOWA
Аффилиация Lam, Hung L.; CENTER FOR COMPUTER AIDED DESIGN COLLEGE OF ENGINEERING THE UNIVERSITY OF IOWA
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