Two-way shape memory: Its nature and modeling

Acta Technica CSAV (Ceskoslovensk Akademie Ved)

Volumn 43, Issue 4, 1998, Pages 375-391

  Kafka, Vratislav ^a   Vokoun, David ^a  

^a INSTITUTE OF THEORETICAL AND APPLIED MECHANICS   (Czech Republic)

Author keywords

Mathematical modeling; Shape memory; Two way shape memory

Indexed keywords

EID: 0011513920     PISSN: 00017043     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (19)

1. CHRISTIAN, J. W.: Deformation by moving interfaces. Metallurgical Transactions A, 13A, 509-538 (1982).
2. FALK, F.: On constitutive theories of shape memory alloys undergoing a structural phase transformation. Proc. VIII. Conf. Continuum Models of Discrete Systems, Paderborn 1992, Materials Science Forum vol. 123-125 (1993), 91-100 (1992).
3. GOLDSTEIN, D., KABACOFF, L., TYDINGS, J.: Stress effects on nitinol phase transformations. J. of Metals 39, 3, 19-26 (198T).
4. JOHNSON, R. A., WILSON, W. D.: Defect calculations for FCC and BCC metals. Proc. Workshop 'Interatomic potentials and simulation of lattice defects', CECAM, Orsay, Sept. 5-17, 301-318 (1983).
5. KAFKA, V.: Inelastic Mesomechanics. World Scientific Publ., Singapure-New Jersey-London-HongKong (1987).
6. KAFKA, V.: The mesomechanical approach to the shape memory effect. Acta Technica ČSAV 35, 6, 716-740 (1990).
7. KAFKA, V.: The mesomechanical model of pseudoelasticity. Acta Technica ČSAV 37, 2, 149-172 (1992).
8. KAFKA, V.: Shape Memory: A new concept of explanation and of mathematical modelling, Part I: Micromechanical explanation of the causality in the SM processes. J. of intelligent material systems and structures 5, 809-814 (1994).
9. KAFKA, V.: Shape Memory: A new concept of explanation and of mathematical modelling, Part II: Mathematical modelling of the SM effect and pseudoetasticity. J. of intelligent material systems and structures 5, 815-824 (1994).
10. LIU, Y., MCCORMIC, P. G.: Factors influencing the development of two-way shape memory effect. Acta metall. mater. 38, 7, 1321-1326 (1990).
11. PERKINS, J.: Shape memory behavior and thermoelastic martensitic transformations. Mater. Sci. Engng. 51, 181-192 (1981).
12. PATOOR, E., BARBE, P., EBERHARDT, A., BERVEILLER, M.: Internal stress effect in the shape memory behaviour. Journal de Physique IV (Colloque C4, Suppl. au J. de Physique III, Vol. 1), 95-100 (1991).
13. SOLOVYEV, L. A., KHATCHIN, V. N.: The effect of internal stresses on the process of phase transformation in alloys titanium-nickel and copper-zinc-silicon (in Russian). Fizika Metallov i metallovedenie 37, 5, 1095-1097 (1974).
14. STÖCKEL, D., HORNBOGEN, E., RITTER, F., TAUTZENBERGER, P.: Legierungen mit Formgedächtnis. Expert-Verlag, Kontakt & Studium, Bd. 259, Ehningen bei Böblingen (1988).
15. VOKOUN, D.: Modeling of incomplete transformation and of recovery stresses of nitinol - a binary alloy with shape memory (in Czech). PhD-Dissertation defended at the Institute of theoretical and applied mechanics of the Academy of sciences of the Czech Republic (1996).
16. VOKOUN, D., KAFKA, V.: On mathematical modelling of the incomplete transformations in pseudoelastic processes in binary alloys. Proc. '3d international conference on intelligent materials' Lyon, France, June 3-5, eds. Gobin, P. F., Tatibouët, J., SPIE vol. 2779, 541-545 (1996).
17. VOKOUN, D., KAFKA, V.: On mathematical modeling of recovery stresses in binary shape memory alloys (in Czech). Proc. conf. 'Engineering Mechanics '97', Svratka 12-15 May 1997, Vol. III, 191-194 (1997).
18. WAYMAN, C. M.: Fundamentals of the shape memory effect. Abstracts of the conference 'Engineering with shape memory', Michigan State University, August 15-17 (1988).
19. ZHANG, X. D., ROGERS, C. A., LIANG, C.: Modelling of the two-way shape memory effect. J. of Intel. Mat. Syst. and Structures 8, 353-362 (1997).