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Influence of shear deformation on the optimal design of a column under compression

Authors :
Samartín, Avelino
Mosquera Feijoo, Juan Carlos
Castro Barbero, Carlos Manuel
Source :
Innovation in computational structures technology : Proceedings of The Eighth International Conference on Computation Structures Technology | The Eighth International Conference on Computational Structures Technology | 12-15 de Septiembre, 2006 | Las Palmas de Gran Canarias, Archivo Digital UPM, instname, Scopus-Elsevier
Publication Year :
2006
Publisher :
E.T.S.I. Caminos, Canales y Puertos (UPM), 2006.

Abstract

The optimal design of a column subjected to compression forces is studied. Different support conditions are considered for the column. Also, a point load at the top section, self weight and unifonnly distributed vertical loading may be included in the analysis. The beam is assumed immersed in an elastic Winkler-type soil. Conservative loading has been assumed, i.e. with constant direction and therefore follower loads situation has been disregarded. The optimal column design is described by both cross-section distribution (area; second moment, shear area etc.) along the column span and the corresponding total volume. The optimal design problem consists of detennining the cross-section distribution layout for a beam of given length, so that the column volume becomes minimum, and resultant compressive stresses are admisible. This problem is analyzed assuming a linear elastic material behavior. The column is analyzed by comparing the results obtained from the Navier-Bemoulli beam-column model, and from Timoshenko beam- column model. Special shape functions are introduced in each case.

Details

Database :
OpenAIRE
Journal :
Innovation in computational structures technology : Proceedings of The Eighth International Conference on Computation Structures Technology | The Eighth International Conference on Computational Structures Technology | 12-15 de Septiembre, 2006 | Las Palmas de Gran Canarias, Archivo Digital UPM, instname, Scopus-Elsevier
Accession number :
edsair.doi.dedup.....fb7d68be6a39da00d6a7fa8f596ae037