Achenbach, M. , I. Muller.1983 "Creep and Yield in Martensitic Transformation," Ingenieur-Archiv, 53.73-83
2.
Achenbach, M. and I. Muller1984Shape Memory as a Thermally Activated Process, Hermann-Fottinger Institut, TU Berlin, Preprint
3.
Aifantis, E.C. and J. Gittus1986Phase TransformationsAmsterdamElsevier
4.
Alt, H.W. , K.H. Hoffmann, M. Niezgodka and J. Sprekels1985 "A Numerical Study of Structural Phase Transitions in Shape Memory Alloys," Inst. of Mathematics, University of Augsburg .
5.
Colli, P., M. Frémond and A. Visintin1988 "Thermo-Mechanical Evolution of Shape Memory Alloys ," Pubbl. No. 607, IAN CNR, Pavia
6.
Delaey, L. and M. Chandrasekaran1987. Martensitic Transformations Les Editions Physique, Les Ulis.
7.
Ericksen, J.1987 "Twinning of Crystals I," in: S S Antmann, et al , Metastability and Incompletely Posed Problems, New YorkSpringer-Verglag , pp. 77-93
8.
Falk, F. "Martensitic Domain Boundanes in Shape-Memory Alloys as Solitary Waves ," in Martensitic Transformations.
9.
Falk, F.1990 "Elastic Phase Transitions and Nonconvex Energy Functions ," K. H. Hoffmann, J. Sprekels, eds., Free Boundary Problems-Theory and Applications V-VI, London: Longman
10.
Fremond, M.1990. "Shape Memory Alloys. A Thermomechanical Model ," K -H. Hoffmann, J. Sprekels , eds , Free Boundary Problems-Theory and Applications V-VI , LondonLongman
11.
Friedman, A. and J. Sprekels.To appear
12.
Goldstein, D. and L. McNamara.1979NITINOL Heat Engine Conference Proceedings Naval Surface Weapons Center Report No NSWC MP 79-441
13.
Hoffmann, K.-H., M. Niezgódka and Zheng Songmu "Existence and Uniqueness of Global Solutions to An Extended Model of the Dynamical Development in Shape Memory Alloys," Nonlinear Analysis: Theory, Methods & Applications, in print
14.
Hoffmann, K.-H. and J. SprekelsPhase Transitions in Shape Memory Alloys I. Stability and Optimal Control , preprint, Inst of Mathematics, Univ of Augsburg
15.
Hoffmann, K.-H. and Zheng Songmu1988 "Uniqueness for Structural Phase Transitions in Shape Memory Alloys," Mathematical Methods in the Applied Sciences, 10.145-151
16.
Kinderlehrer, D.1987 "Twinning of Crystals II," in S S Antman, et al , eds., Metastability and Incompletely Posed Problems, New York. Springer-Verlag , pp 185-211.
17.
Likhachev, V.A. , S.L. Kuz'min and Z.L. Kamenceva1987Shape Memory Effect , Leningrad: Leningrad Univ. Press , (in Russian)
18.
Likhachev, V.A. , A.E. Volkov and V.E. Shudegov.1986. Continuum Defect Theory, Leningrad. Leningrad Univ. Press, (in Russian).
19.
Lotkov, A.I. and V.N. Gnshkov1985 "T1-N1 Alloy Crystallographic Structure and Phase Transformations ," Izv Vuzov, Fizika , 27(6).68-87
20.
Muller, I.1979. "A Model for a Body with Shape-Memory," Archive Rational Mechanics and Analysis, 70:61-77
21.
Muller, I. and K. Wilmailski1980. "A Model for Phase Transition in Pseudoelastic Bodies ," II Nuovo Cimento, 57B.283-318.
22.
Muller, I. and K. Wilmanski.1981 "Memory Alloys-Phenomenology and Ersatzmodel ," O. Brulin and R K. T Hsieh, eds., Continuum Models for Discrete Systems 4, AmsterdamNorth-Holland, pp 495-509.
Niezgódka, M. and J. Sprekels, 1988 "Existence of Solutions for a Mathematical Model of Structural Phase Transitions in Shape Memory Alloys ," Mathematical Methods in the Applied Sciences , 10197-223.
25.
Niezgódka, M. and J. Sprekels. "Convergent Numerical Approximations of the Thermomechanical Phase Transitions in Shape Memory Alloys," submitted to Numerische Mathematik.
26.
Niezgódka, M., Aheng Songmu and J. Sprekels1988. " Global Solutions to a Model of Structural Phase Transitions in Shape Memory Alloys," J Math Anal Applications, 130.39-54
27.
28.
Perkins, J.1975. Shape Memory Effects m AlloysNew YorkPlenum Press
Sprekels, J. "Global Existence for Thermomechanical Processes with Nonconvex Free Energies of Ginzburg-Landau Form," J. Math. Anal Applications, in print.