Asymptotic analysis of thin space structures

Doina Cioranescu; Jeannine Saint Jean Paulin

doi:10.1117/12.184796

13 September 1994 Asymptotic analysis of thin space structures

Doina Cioranescu, Jeannine Saint Jean Paulin

Proceedings Volume 2361, Second European Conference on Smart Structures and Materials; (1994) https://doi.org/10.1117/12.184796
Event: Smart Structures and Materials: Second European Conference, 1994, Glasgow, United Kingdom

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.

Citation Download Citation

Doina Cioranescu and Jeannine Saint Jean Paulin "Asymptotic analysis of thin space structures", Proc. SPIE 2361, Second European Conference on Smart Structures and Materials, (13 September 1994); https://doi.org/10.1117/12.184796

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