Numerical simulation of nonlinear dynamic responses of beams laminated with giant magnetostrictive actuators

Computers, Materials and Continua

Volumn 6, Issue 3, 2007, Pages 201-211

  Zhou, Haomiao ^a,b   Zhou, Youhe ^a   Zheng, Xiaojing ^a  

^a LANZHOU UNIVERSITY   (China)

^b CHINA JILIANG UNIVERSITY   (China)

Author keywords

Actuator layers of giant magnetostrictive material; Analytical model of nonlinear constitutive model; Frequency multiplication phenomenon; Laminated beams; Nonlinear code of vibration analysis; Ultraharmonic resonance phenomenon

Indexed keywords

ACTUATORS; GIANT MAGNETORESISTANCE; MAGNETIC FIELDS; MAGNETOSTRICTIVE DEVICES; NONLINEAR ANALYSIS; VIBRATION ANALYSIS;

FREQUENCY MULTIPLICATION PHENOMENON; LAMINATED BEAMS; NONLINEAR CODE OF VIBRATION ANALYSIS; NONLINEAR CONSTITUTIVE MODELS; ULTRAHARMONIC RESONANCE PHENOMENON;

LAMINATES;

EID: 35348934404     PISSN: 15462218     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (34)

1. Anjanappa, M.; Bi, J. (1993): Modelling, design and control of embedded Terfenol-D actuator. Proc. SPIE-Smart Structures and Intelligent Systems, 1917, 908-918.
2. Auricchio, F.; Petrini, L.; Pietrabissa, R.; Sacco, E. (2003): Numerical modeling of shape-memory alloys in orthodontics. CMES: Computer Modeling In Engineering & Sciences, 4(3&4), 365-380.
3. Bailey, T.; Hubbard, J. E. (1985). Distributed piezoelectric polymer active vibration control of a cantilever beam. Journal of Guidance, control and Dynamics, 8, 1199-1206.
4. Baz, A.; Imam, K.; Mccoy, J. (1990): Active vibration control of flexible beams using shape memory actuators. J. Sound Vib, 140, 437-456.
5. Cheng, C. H.; Chen, S. C. (2004): The simulation of diaphragm deflection actuated by shear mode piezoelectric actuator in microdroplet ejector. CMC: Computers Materials & Continua, 1(3), 205-212.
6. Crawley, E. F.; DeLuis, J. (1987): Use of piezo-electric actuators as elements of intelligent structures. American Institute of Aeronautics and Astronautics Journal, 25(10), 1373-1385.
7. Davino, D.; Natale, C.; Pirozzi, S.; Visone, C. (2004): Phenomenological dynamic model of a magnetostrictive actuator. Physica B, 343, 112-116.
8. Dziatkiewicz, G.; Fedelinski, P. (2007) Dynamic analysis of piezoelectric structures by the dual reciprocity boundary element method. CMES: Computer Modeling in Engineering & Sciences, 17(1), 35-46.
9. Engdahl, G.; Svensson, L. (1988): Simulation of the magnetostrictive performance of TerfenolD in mechanical devices. J. Appl. Phys, 63(8), 3924-3926.
10. Freeman, M. R.; Nunes, Jr, G. (1993): Studies of dynamic magnetostriction by time-resolved scanning fiber interferometry. Appl. Phys. Lett., 63(9), 1200-1202.
11. Han, F.; Pan, E.; Roy, A. K.; Yue, Z. Q. (2006), Responses of piezoelectric, transversely isotropic, functionally graded, and multilayered half spaces to uniform circular surface loadings. CMC: Computers Materials & Continua, 14(1),15-29.
12. Han, R.; Ingber, M. S.; Schreyer, H. L. (2006) Progression of failure in fiber-reinforced materials. CMC: Computers Materials & Continua, 4(3), 163-176.
13. Im, S.; Atluri, S. N. (1989): Effects of a PiezoActuator on a Finitely Deformed Beam Subjected to General Loading. AIAA Journal, 27(12), 1801-1807.
14. Iura, M.; Atluri, S. N. (1988): Nonlinearities in Dynamics & Control of Space Structures:-Some Issues for Computational Mechanics. Large Space Structures:-Dynamics and control, Atluri, S. N.; Amos, A. K. Eds., Springer-Verlag, Berlin, Chapter 3.
15. Jr, G. N.; Freeman, M. R. (1994): Time-resolved scanning probe microscopy: Investigations and applications of dynamic magnetostriction (invited). J.Appl.Phys., 75(10), 6205-6210.
16. Koshi, K. (1997): Dynamic behaviour of Terfenol-D. Journal of Alloys and compounds, 258, 56-60.
17. Krishna, M. A. V.; Anjanappa, M.; and Wu, Y. F. (1997): The use of magnetostrictive particle actuators for vibration attenuation of flexible beams. J. Sound Vib, 206, 133-49.
18. Kumar, J. S.; Ganesan, N.; Swarnamani, S.; Padmanabhan, C. (2003): Active control of beam with magnetostrictive layer. Computer and structure, 81, 1375-1382.
19. Marguet, S.; Rozycki, P.; Gornet, L. (2006): A rate dependent constitutive model for glass-fibre/epoxy-matrix woven fabrics. CMC: Computers Materials & Continua, 4(3), 119-135.
20. Moffett, M. B.; Clark, A. E.; Wun-Fogle, M. (1991): Charaterization of Terfenol-D for magnetostrictive transducers. J. Acoust. Soc. Am, 89(3), 1448-1455.
21. Pradhan, S. C.; Ng, T. Y.; Lam, K. Y.; Reedy, J. N. (2001): Control of laminated composite plates using magnetostrictive layers. Smart Mater. Struct., 10, 657-667.
22. Reddy, J. N.; Barbosa, J. I. (2000): On vibration suppression of magnetostrictive beams. Smart Mater. Struct. 9, 49-58.
23. 2 compounds. IEEE Transactions on Magnetics, 11(5), 1355-1357.
24. Subramanian, P. (2002): Vibration suppression of symmetric laminated composite beams. Smart Mater. Struct., 11, 880-885.
25. Sun, L.; Zheng, X. J. (2006) Numerical simulation on coupling behavior of Terfenol-D rods. International Journal of solids and structures, 43(6), 1613-1623.
26. Tiberg, H.; Bergqvist, A.; Engdahl, G. (1993): Evaluation of a magnetostrictive drive element model. J. Appl. Phys, 73(10), 5851-5853
27. Wu, C. P.; Lo, J. Y.; Chao, J. K. (2005): A three-dimensional asymptotic theory of laminated piezoelectric shells. CMC: Computers Materials & Continua, 2(2), 119-137.
28. Wu, C. P.; Syu, Y. S. (2006): Asymptotic solutions for multilayered piezoelectric cylinders under electromechanical loads. CMC: Computers Materials & Continua, 4(2), 87-107.
29. Zheng, X. J.; Liu, X. E. (2005): A Nonlinear Constitutive Model for Terfenol-D Rods. J. Appl. Phys, 97, 053901.
30. Zhou, H. M.; Wang, J.; Zhou, Y. H.; Zheng, X. J. (2006): Optimal Track Seeking Control of Dual-Stage Actuator for High Density Hard Disk Drives. ACTA Mechanica Solida Sinica, 19(4), 297-306.
31. Zhou, H. M.; Zheng, X. j.; Zhou, Y. H. (2006): Vibration active control of nonlinear giant magnetostrictive actuators. Smart materials and structure, 15, 792-798.
32. Zhou, H. M.; Zhou, Y. H. (2007): Vibration Suppression Of Laminated Composite Beams Using Actuators Of Giant Magnetostrictive Materials. Smart Materials and Structure, 16, 198-206.
33. Zhou, Y. H.; Wang, J. Z. (2004): Vibration control of piezoelectric beam-type plates with geometrical nonlinear deformation. International Journal of Non-Linear Mechanics, 39, 909-920.
34. Zhou, Y. H.; Tzou, H. S. (2000): Active control of nonlinear piezoelectric circular spherical shells. International Journal of Solids and Structures, 37, 1663-1677.