Rigidité à la torsion d'un cylindre présentant une double périodicité
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摘要
The objective of the present Note is to estimate the equivalent torsion rigidity modulus for a cylinder whose cross-section Σ exhibits a periodical distribution of porous zones ΣP. Taking into account a second, finer, periodical distribution of pores in ΣP, we have to use the homogenization method in a biperiodical context. However, the contrast of scales at the interfaces between ΣP and the compact part e92db3d429e" title="Click to view the MathML source">ΣC of Σ, requires some subtle fitting up of this method. Finally, we point out the existence of boundary layers around the interfaces ΣP and we estimate the weakening of the torque rigidness. To cite this article: M'B. Taghite et al., C. R. Mecanique 334 (2006).

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