Hostname: page-component-cd9895bd7-gvvz8 Total loading time: 0 Render date: 2024-12-27T01:32:53.004Z Has data issue: false hasContentIssue false
  • English
  • Français

Modelling of Adaptive Composite Materials with Embedded Shape Memory Alloy Wires

Published online by Cambridge University Press:  10 February 2011

R. Stalmans ,
L. Delaey  and
J. Van Humbeeck
R. Stalmans
Affiliation:
Department of Metallurgy and Materials Engineering, KULeuven, De Croylaan 2, B-3001, Belgium, [email protected]
L. Delaey
Affiliation:
Department of Metallurgy and Materials Engineering, KULeuven, De Croylaan 2, B-3001, Belgium, [email protected]
J. Van Humbeeck
Affiliation:
Department of Metallurgy and Materials Engineering, KULeuven, De Croylaan 2, B-3001, Belgium, [email protected]
Get access

Abstract

Various models and calculation methods for the description of shape memory behaviour have been developed in recent years by different research groups. Some of the models have already been extended towards the thermomechanical and functional behaviour of matrix materials with embedded SMA-wires. The basic concepts of a thermomechanical model which has found widespread use in the literature on smart materials, are critically reviewed.

A recently developed model based on a generalised thermodynamic analysis of the underlying martensitic transformation is discussed more into detail. Experimental verifications indicate that this thermodynamic model can be developed to an effective tool for the materials design of matrix materials with embedded SMA-wires.

Type
Research Article
Information
MRS Online Proceedings Library (OPL) , Volume 459: Symposium Y – Materials for Smart Systems II , 1996 , 119
Copyright
Copyright © Materials Research Society 1997

Access options

Get access to the full version of this content by using one of the access options below. (Log in options will check for institutional or personal access. Content may require purchase if you do not have access.)

References

REFERENCES

[Ah86] Ahlers, M., Progress in materials science 30, pp. 135–186 (1986).Google Scholar
[Be94] Bekker, A. and Brinson, L. C., in ‘Mechanics of phase transformations and shape memory alloys’, Ed. Brinson, L. C. and Moran, B., The American society of mechanical engineers, New York, USA, pp. 195–213 (1994).Google Scholar
[Bo94] Bo, Z. and Lagoudas, D., in ‘Adaptive structures and composite materials - analysis and application’, Ed. Garcia, E., Cudney, H. and Dasgupta, A., The American society of mechanical engineers, New York, USA, pp 9–21 (1994).Google Scholar
[Bo95] Bo, Z. and Lagoudas, D., in ‘Smart structures and materials 1995, Smart materials’, Ed. Jardine, A. P., Proc. SPIE 2441, pp. 118–130 (1995).Google Scholar
[Bo93] Brinson, L. C., Journal of intelligent material systems and structures 4, pp. 229–242 (1993).Google Scholar
[Br94] Brand, W., Boller, C., Huang, M. S. and Brinson, L. C., in ‘Mechanics of phase transformations and shape memory alloys’, Ed. Brinson, L. C. and Moran, B., The American society of mechanical engineers, New York, USA, pp. 179–193 (1994).Google Scholar
[De76] Delaey, L. and Thienel, J., in: Shape Memory Effects in Alloys, Ed. Perkins, J., Plenum Press, New York, pp. 341–349 (1975).Google Scholar
[De91] Delaey, L., in: Materials science and technology, Vol. 5, Phase transformations in materials, Ed. Haasen, P., VCH Verlagsgesellschaft mbH, Weinheim, Germany, pp. 339–404 (1991).Google Scholar
[Ja72] Jackson, C., Wagner, H. and Wasilewski, R., 55-Nitinol - The alloy with a memory, NASA-SP-5110972).Google Scholar
[Li90b] Liang, C. and Rogers, C. A., J. of Intell. Mater. Syst. And Struct. 1, pp. 207–234 (1990).Google Scholar
[Li90] Liang, C., The constitutive modelling of shape memory alloys, Ph.D. Dissertation, Dep. of Mech. Engng., Virginia Polytech. Univ., Blacksburg, USA (1990).Google Scholar
[Or88] Ortìn, J. and Planes, A., Acta Metall. 36, pp. 1873–1889 (1988).Google Scholar
[Sh94] Shahin, A. R., Mecki, P. H. and Jones, J. D., in ‘Adaptive structures and composite materials - analysis and application’, Ed. Garcia, E., Cudney, H. and Dasgupta, A., The American society of mechanical engineers, New York, USA, pp. 227–234 (1994).Google Scholar
[St92] Stalmans, R., Van Humbeeck, J. and Delaey, L., Acta metali, mater. 40, pp. 501–511 (1992).Google Scholar
[St93] Stalmans, R., Shape memory behaviour of Cu-base alloys, Doctorate Thesis, Catholic University of Leuven, Department of Metallurgy and Materials Science, Heverlee, Belgium (1993).Google Scholar
[St94] Stalmans, R., Van Humbeeck, J. and Delaey, L., Mechanics of Phase Transformations and Shape Memory Alloys, AMD-VOL.189/PVP-VOL292, ASME, Chicago, USA, pp. 39–44 (1994).Google Scholar
[St95] Stalmans, R., Van Humbeeck, J. and Delaey, L., Journal de physique IV, Colloque C8, Vol. 5, pp. 203–207 (1995).Google Scholar
[Su93] Sun, G. and Sun, C. T., Journal of materials science 28, pp. 6323–6328 (1993).Google Scholar
[Ta86] Tanaka, K., Res Mechanica 18, pp. 251–263 (1986).Google Scholar
[Ta92] Tanaka, K., Hayashi, T. and Itoh, Y., Mechanics of materials 13, pp. 207–215 (1992).Google Scholar
[Ta93] Tanaka, K., Fischer, F. D. and Oberaigner, E., in ‘Proceedings ofthe international conference on martensitic transformations ′92’, Ed. Wayman, C. M. and Perkins, J., Monterey institute of advanced studies, Carmel, USA, pp. 419–424 (1993).Google Scholar
[Ta94] Tang, W. and Sandström, R., in ‘Shape memory materials ′94’, Ed. Yougi, Chu and Hailing, Tu, International Academic Publishers, Beijing, China, pp. 535–540 (1994).Google Scholar
[Ta95] Tang, W. and Sandström, R., Journal de Physique IV, complement toJournal de Physique III, Vol. 5, pp. 185–190 (1995).Google Scholar
[Wo79] Wollants, P., De Bonte, M. and Roos, J. R., Z. Metalik. 70, pp. 113–117 (1979).Google Scholar