Dialogue essais-simulation et identification de lois de comportement ...
Dialogue essais-simulation et identification de lois de comportement ...
Dialogue essais-simulation et identification de lois de comportement ...
Create successful ePaper yourself
Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.
Partie B – Chapitre 5 : Modélisation du <strong>comportement</strong> <strong>de</strong>s alliages à mémoire <strong>de</strong> forme<br />
(Falk 1990) Falk F. (1990). Pseudoelastic stress–strain curves of polycrystalline shape memory alloys<br />
calculated from single crystal data. Int. J. Eng. Sci. 27 (3), 277–284.<br />
(Gao <strong>et</strong> Brinson 2002) Gao X. <strong>et</strong> Brinson L. (2002). A simplified multivariant SMA mo<strong>de</strong>l based on<br />
invariant plane nature of martensitic transformation », Journal of Intelligent Material Systems and<br />
Structures 13, 795–810.<br />
(Jaber <strong>et</strong> al. 2008) Jaber M., Smaoui H. <strong>et</strong> Terriault P. (2008). Finite element analysis of a shape<br />
memory alloy three-dimensional beam based on a finite strain <strong>de</strong>scription. Smart Mater. Struct. 17,<br />
1–11.<br />
(Koistinen <strong>et</strong> Marburger 1959) Koistinen D. <strong>et</strong> Marburger R. (1959). A general equation prescribing<br />
the extent of the austenite-martensite transformation in pure iron-carbon alloys and plain carbon<br />
steels. Acta M<strong>et</strong>all. 7, 55–69.<br />
pastel-00910076, version 1 - 27 Nov 2013<br />
(Lagoudas <strong>et</strong> al. 1996) Lagoudas D.C., Bo Z. <strong>et</strong> Qidwai M. A. (1996). A unified thermodynamic<br />
constitutive mo<strong>de</strong>l for SMA and finite element analysis of active m<strong>et</strong>al matrix<br />
composites. MECHANICS OF COMPOSITE MATERIALS AND STRUCTURES An INTERNATIONAL<br />
JOURNAL, 3(2), 153-179.<br />
(Lagoudas <strong>et</strong> al. 2006) Lagoudas D., Entchev P., Popov P., Patoor E., Brinson L. C. <strong>et</strong> Gao X. (2006).<br />
Shape memory alloys, part II : Mo<strong>de</strong>lling of polycrystals. Mechanics of Materials 38, 430–462.<br />
(Lagoudas <strong>et</strong> al. 2012) Lagoudas D., Hartl D., Chemisky Y., Machado L. <strong>et</strong> Popov P. (2012).<br />
Constitutive mo<strong>de</strong>l for the numerical analysis of phase transformation in polycrystalline shape<br />
memory alloys. International Journal of Plasticity 32, 155-183.<br />
(Lagoudas <strong>et</strong> Bhattacharya 1997) Lagoudas D. <strong>et</strong> Bhattacharya A. (1997). On the correspon<strong>de</strong>nce<br />
b<strong>et</strong>ween micromechanical mo<strong>de</strong>ls for isothermal pseudoelastic responce of shape memory alloys and<br />
preisach mo<strong>de</strong>l for hysteresis. Math. Mech. Solids 2 (4), 405-440.<br />
(Lagoudas <strong>et</strong> Entchev 2004) Lagoudas D. <strong>et</strong> Entchev P. (2004). Mo<strong>de</strong>ling of transformation-induced<br />
plasticity and its effect on the behavior of porous shape memory alloys. Part I : constitutive mo<strong>de</strong>l for<br />
fully <strong>de</strong>nse SMAs. Mechanics of Materials 36(9), 865–892.<br />
(Lagoudas <strong>et</strong> Shu 1999) Lagoudas D. <strong>et</strong> Shu S. (1999). Residual <strong>de</strong>formation of active structures with<br />
SMA actuators, International Journal of Mechanical Sciences 41, 595–619.<br />
(Lexcellent <strong>et</strong> al. 2002) Lexcellent C., Viv<strong>et</strong> A., Bouv<strong>et</strong> C., Calloch S. <strong>et</strong> Blanc, P. (2002). Experimental<br />
and numerical d<strong>et</strong>erminations of the initial surface of phase transformation un<strong>de</strong>r biaxial loading in<br />
some polycrystalline shape-memory alloys. J. Mech.and Phys. of Solids 50,2717–2735.<br />
(Lexcellent <strong>et</strong> Leclerq 1996) Lexcellent C. <strong>et</strong> Leclercq S. (1996). A general macroscopic <strong>de</strong>scription of<br />
the thermomechanical behavior of shape memory alloys. J. Mech. and Phys. of Solids 44(6), 953–980.<br />
(Liang <strong>et</strong> Rogers 1990) Liang C. <strong>et</strong> Rogers C. (1990). One dimensional thermomechanical constitutive<br />
relations for shape memory materials. J. of Intelligent Material Systems and Structures 1, 207–234.<br />
(Lu <strong>et</strong> Weng 1998) Lu Z. <strong>et</strong> Weng G. (1998). A self-consistent mo<strong>de</strong>l for the stress–strain behavior of<br />
shape-memory alloy polycrystals. Acta Materialia 46, 5423–5433.<br />
143