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Optimization of conical shells of Mises material
Conical shells made of a von Mises material are considered. The shells are subjected to uniformly distributed lateral loading and are simply supported at outer edges whereas inner edges are absolutely free. The shell wall is assumed to be of piece-wise constant thickness. Resorting to the lower bound theorem of limit analysis, optimal designs of shells are established under given weight (material volume of a shell) which corresponds to the maximum load carrying capacity.
Optimization of conical shells of Mises material
Conical shells made of a von Mises material are considered. The shells are subjected to uniformly distributed lateral loading and are simply supported at outer edges whereas inner edges are absolutely free. The shell wall is assumed to be of piece-wise constant thickness. Resorting to the lower bound theorem of limit analysis, optimal designs of shells are established under given weight (material volume of a shell) which corresponds to the maximum load carrying capacity.
Optimization of conical shells of Mises material
Optimierung einer konischen Schale aus Von-Mieses-Material
Lellep, J. (author) / Puman, E. (author)
Structural and Multidisciplinary Optimization ; 22 ; 149-156
2001
8 Seiten, 7 Bilder, 3 Tabellen, 23 Quellen
Article (Journal)
English
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