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Proceedings Paper

Asymptotic analysis of thin space structures
Author(s): Doina Cioranescu; Jeannine Saint Jean Paulin
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Paper Abstract

We consider the linearized elasticity system for a class of periodic structures made by very thin bars (as cranes for instance) . There are three small parameters which characterize these structures: their global width (or thickness) e, the size of the period and the thickness €6 of the bars composing the structure. More precisely, we consider a domain consisting of four vertical bars of length L and of cross section eö/2 x e6/2. These bars are linked with horizontal thin bars of length e and cross section eö/2 x 6 and periodically distributed (with period e) along the vertical direction.

Paper Details

Date Published: 13 September 1994
PDF: 3 pages
Proc. SPIE 2361, Second European Conference on Smart Structures and Materials, (13 September 1994); doi: 10.1117/12.184796
Show Author Affiliations
Doina Cioranescu, Lab. Analyse Numerique/CNRS (France)
Jeannine Saint Jean Paulin, Univ. de Metz-Mathematiques (France)


Published in SPIE Proceedings Vol. 2361:
Second European Conference on Smart Structures and Materials
Alaster McDonach; Peter T. Gardiner; Ron S. McEwen; Brian Culshaw, Editor(s)

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