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Minimum Weight Design of Reticular Space Structures: A Computer Aided System
In this work, by the definition of a computer aided system, we describe an optimisation procedure of reticular space structures based on the search of the minimum volume of the bars.
The design system is based on classical methods of solution of minimum problems, the Feasible Regulation Method and the Optimality Criteria Method, adapted to this problem of defining again the stability and convergence parameters.
The research of the optimal solution is carried out with reference to popular commercial sections (tubes) taking into account dimensional constrains imposed by the industrial production and design codes.
The results of some numerical examples show the versatility and the efficiency of the design system with regard to reticular structures of any shape and dimension.
Minimum Weight Design of Reticular Space Structures: A Computer Aided System
In this work, by the definition of a computer aided system, we describe an optimisation procedure of reticular space structures based on the search of the minimum volume of the bars.
The design system is based on classical methods of solution of minimum problems, the Feasible Regulation Method and the Optimality Criteria Method, adapted to this problem of defining again the stability and convergence parameters.
The research of the optimal solution is carried out with reference to popular commercial sections (tubes) taking into account dimensional constrains imposed by the industrial production and design codes.
The results of some numerical examples show the versatility and the efficiency of the design system with regard to reticular structures of any shape and dimension.
Minimum Weight Design of Reticular Space Structures: A Computer Aided System
Tegola, Antonio La (Autor:in) / Ombres, Luciano (Autor:in) / Pecora, Corrado (Autor:in)
International Journal of Space Structures ; 9 ; 179-189
01.12.1994
11 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
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