One-dimensional switching model for major and minor hysteresis loops in ferroelectric materials

Proceedings of SPIE - The International Society for Optical Engineering

Volumn 7289, Issue , 2009, Pages

  Ikeda, Tadashige ^a   Yoshida, Keigo ^a   Ueda, Tetsuhiko ^a  

^a NAGOYA UNIVERSITY   (Japan)

Author keywords

Constitutive equation; Hysteresis; Modeling; Smart materialFerroelectric material; Switching

Indexed keywords

ELECTRO-MECHANICAL; EXPONENTIAL FUNCTIONS; FERROELECTRIC BEHAVIOR; MINOR HYSTERESIS LOOP; MODELING; PHASE TRANSFORMATION; PHASE VOLUME FRACTION; SHAPE MEMORY ALLOY; SMART MATERIALFERROELECTRIC MATERIAL; SMART MATERIALS AND STRUCTURES; SWITCHING MODEL; TRANSFORMATION ENERGIES;

ALLOYS; CONSTITUTIVE EQUATIONS; FERROELECTRIC DEVICES; FERROELECTRICITY; HYSTERESIS; HYSTERESIS LOOPS; MAGNETIC MATERIALS; MECHANICAL ENGINEERING; MECHANICS; SWITCHING;

FERROELECTRIC MATERIALS;

EID: 67149144849     PISSN: 0277786X     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.1117/12.815194     Document Type: Conference Paper

References (14)

1. Lynch, C. S., "The effect of uniaxial stress on the electro-mechanical response of 8/65/35 PLZT," Acta Materialia,44(10), 4137-4148 (1996).
2. Chen, P. J. and Peercy, P. S., "One dimensional dynamic electromechanical constitutive relations of ferroelectric materials," Acta Mechanica, 31(3-4), 231-241 (1979).
3. Chan, K. H. and Hagood, N. W., "Modeling of nonlinear piezoceramics for structural actuation," Proc. SPIE 2190, 194-205 (1994).
4. Kamlah, M. and Jiang, Q., "A constitutive model for ferroelectric PZT ceramics under uniaxial loading," Smart Materials and Structures, 8, 441-459 (1999).
5. Li, W. F. and Weng, G. J., "A theory of ferroelectric hysteresis with a superimposed stress," Journal of Applied Physics, 91(6), 3806-3815 (2002).
6. Smith, R. C., Seelecke, S., Dapino, M. J. and Ounaies, Z., A "Unified model for hysteresis in ferroic materials," Proc. SPIE 5049, 88-99 (2003).
7. Nae, F. A., Matsuzaki, Y. and Ikeda, T., "Micromechanical modeling of polycrystalline shape-memory alloys including thermo-mechanical coupling," Smart Materials and Structures, 12, 6-17 (2003).
8. Ikeda, T., Nae, F. A. and Matsuzaki, Y, "Micromechanical model of polycrystalline shape memory alloys based on Reuss assumption," Proc. SPIE 5049, 35-45 (2003).
9. Ikeda, T., Nae, F. A., Naito, H. and Matsuzaki, Y., "Constitutive model of shape memory alloys for unidirectional loading considering inner hysteresis loops," Smart Materials and Structures, 13, 916-925 (2004).
10. Ikeda, T., Nae, F. A. and Matsuzaki, Y., "Macroscopic constitutive model of shape memory alloys for partial transformation cycles," Proc. SPIE 5383, 112-121 (2004).
11. Ikeda, T., "Constitutive model of shape memory alloys for asymmetric quasiplastic behavior," Journal of Intelligent Material Systems and Structures, 19, 533-540 (2008).
12. Ikeda, T., "Modeling of ferroelastic behavior of shape memory alloys," Proc. SPIE 5757, 344-352 (2005).
13. Ikeda, T., "Application of one-dimensional phase transformation model to tensile-torsional pseudoelastic behavior of shape memory alloy tubes," Proc. SPIE 6166, 61660z-1-61660z-8 (2006).
14. Ikeda, T, Yoshida, K, Ueda, T., "One-dimensional switching model for hysteresis in piezoelectric materials," Trans. JSME Ser. A, 75(749), 41-48 (2009). (in Japanese)