By R. Goodall, Y. Conde, R. Müller (auth.), Han Zhao, Dr. N. A. Fleck (eds.)

Solid mobile fabrics (foams, lattice fabrics, honeycombs, etc.) are beautiful and feature led to the production of an lively topic for structural, mechanical and fabric scientists in recent times. certainly, consistent development within the production thoughts are enhancing their homes and decreasing their charges; and mass productions and commercial purposes are starting. a massive mechanical challenge is the best way to represent and version the mechanical behaviour of those fabrics, that's useful for commercial layout and numerical predictions interested in a variety of purposes equivalent to mild weight constructions, strength absorbers.

This quantity comprises twenty-two contributions written through individual invited audio system from all a part of the area to the iutam symposium on mechanical houses of mobile fabrics. It presents a survey on contemporary advances within the characterisation and modeling of the mechanical houses of good mobile fabrics below static and dynamic loading in addition to their purposes in light-weight buildings research and layout. This quantity might be of curiosity to structural, mechanical and fabric scientists and engineers engaged on diversified elements of this new type of fabrics (for instance in microstructure remark, micromechanical and multiscale modeling, phenomenological types, structural impression behaviour and numerical validation).

**Read Online or Download IUTAM Symposium on Mechanical Properties of Cellular Materials: Proceedings of the IUTAM Symposium on Mechanical Properties of Cellular Materials, held September 17–20, 2007, LMT-Cachan, Cachan, France PDF**

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**Extra resources for IUTAM Symposium on Mechanical Properties of Cellular Materials: Proceedings of the IUTAM Symposium on Mechanical Properties of Cellular Materials, held September 17–20, 2007, LMT-Cachan, Cachan, France**

**Example text**

This is followed by the prediction of the effective elastic constants and coefﬁcients of thermal expansion of nanoporous materials with spherical or cylindrical voids. It is shown that the elastic constants of nanoporous materials can be tailored to desired values through pore surface modiﬁcation or coating. Keywords Generalized Young-Laplace equation · Surface stress · Nanoporous materials · Effective elastic constants · Effective coefﬁcient of thermal expansion 1 Introduction Surface forces have a substantial effect on the physical properties of materials at the nanoscale, as evidenced for example by the dramatic increase in the elastic constants of nanowires, nanobeams, nanoplates, etc.

7. A. Elmoutaouakkail, L. Salvo, E. Maire, G. Peix. Adv. Eng. Mater. 4 p. 803–807 (2002). 8. L. Helfen, T. Baumbach, H. Stanzick, J. Banhart, A. Elmoutaouakkil, P. Cloetens, K. Schladitz. Adv. Eng. Mater. 4 p. 808–813 (2002). 9. B. Olurin, M. Arnold, C. F. Singer. Mat. Sci. Eng. A 328 p. 334 (2002). 10. Y. Bufﬁ`ere, E. Maire, P. Cloetens, G. Lormand, R. Foug`eres. Acta Mater. 47 p. 1613 (1999). 11. E. Y. Bufﬁ`ere, L. J. Blandin, W. M. L´etang. Adv. Eng. Mater. 3 p. 539 (2001). 12. E. Cendre et al.

Caty, A. King, and J. Adrien Abstract This paper summarizes different results obtained by the authors applying X-ray tomography to the study of cellular materials (metals, ceramics and polymers). From the 3D images, three different kinds of analysis are carried out. The ﬁrst is image processing to retrieve the morphological characteristics (density, size, tortuosity) of the studied materials. The second is the analysis of the deformation modes using in situ or ex situ mechanical tests (tension, compression, fatigue).