Radially polarized functionally graded piezoelectric hollow cylinders as sensors and actuators

European Journal of Mechanics, A/Solids

Volumn 29, Issue 4, 2010, Pages 704-713

  Li, Xian Fang ^a   Peng, Xu Long ^a   Lee, Kang Yong ^b  

^a CENTRAL SOUTH UNIVERSITY   (China)

^b Yonsei University   (South Korea)

Author keywords

Arbitrary gradient; Cylindrical sensors and actuators; Functionally graded materials; Radially polarized piezoceramic

Indexed keywords

ANALYTIC APPROACH; ARBITRARY GRADIENT; AXISYMMETRIC; CIRCUMFERENTIAL STRESS; CLOSED FORM SOLUTIONS; ELECTRIC RESPONSE; ELECTRO-ELASTIC FIELDS; ELECTRO-ELASTIC PROBLEMS; FREDHOLM INTEGRAL EQUATIONS; FUNCTIONALLY GRADED; GRADIENT INDEXES; GRADIENT VARIATIONS; INNER SURFACES; MATERIAL PROPERTY; MECHANICAL STIMULUS; NUMERICAL RESULTS; PIEZOCERAMIC; PIEZOCERAMIC CYLINDER; PIEZOELECTRIC HOLLOW CYLINDER; PIEZOELECTRIC SENSORS AND ACTUATORS; PIEZOELECTRIC TUBES; POWER-LAW; PZT; SENSORS AND ACTUATORS; STRESS DISTRIBUTION;

CYLINDERS (SHAPES); ELECTRIC POTENTIAL; MATERIALS PROPERTIES; NUMERICAL ANALYSIS; PIEZOELECTRIC ACTUATORS; PIEZOELECTRICITY; SENSORS; STRESS CONCENTRATION;

FUNCTIONALLY GRADED MATERIALS;

EID: 77955315207     PISSN: 09977538     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.euromechsol.2010.02.003     Document Type: Article

References (34)

1. N.T. Adelman, and Y. Stavsky Vibrations of radially polarized composite piezoelectric cylinders and disks Journal of Sound and Vibration 43 1975 37 44
2. N.T. Adelman, Y. Stavsky, and E. Segal Axisymmetric vibrations of radially polarized piezoelectric ceramic cylinders Journal of Sound and Vibration 38 1975 245 254
3. A. Alibeigloo Static analysis of a functionally graded cylindrical shell with piezoelectric layers as sensor and actuator Smart Materials and Structures 18 2009 065004
4. M.H. Babaei, and Z.T. Chen Analytical solution for the electromechanical behavior of a rotating functionally graded piezoelectric hollow shaft Archive of Applied Mechanics 78 2008 489 500
5. D.A. Berlincourt Piezoelectric crystals and ceramics O.E. Mattiat, Ultrasonic Transducer Materials 1971 Plenum Press New York 63 124
6. V. Cannillo, T. Manfredini, C. Siligardi, and A. Sola Glass-alumina functionally graded materials: their preparation and compositional profile evaluation Journal of the European Ceramic Society 26 2006 2685 2693 (Pubitemid 43982137)
7. W.Q. Chen Problems of radially polarized piezoelastic bodies International Journal of Solids and Structures 36 1999 4317 4332
8. D. Galic, and C.O. Horgan Internally pressurized radially polarized piezoelectric cylinders Journal of Elasticity 66 2002 257 272
9. D. Galic, and C.O. Horgan The stress response of radially polarized rotating piezoelectric cylinders ASME Journal of Applied Mechanics 70 2003 426 435
10. X. Han, G.R. Liu, Z.C. Xi, and K.Y. Lam Characteristics of waves in a functionally graded cylinder International Journal for Numerical Methods in Engineering 53 2002 653 676 (Pubitemid 34039617)
11. P.F. Hou, H.M. Wang, and H.J. Ding Analytical solution for the axisymmetric plane strain electroelastic dynamics of a special non-homogeneous piezoelectric hollow cylinder International Journal of Engineering Science 41 2003 1849 1868
12. 2 functionally graded materials Metallurgical and Materials Transactions A 31A 2000 299 308
13. B. Jaffe, W.R. Cook Jr., and H. Jaffe Piezoelectric Ceramics 1971 Academic London
14. X.-F. Li, and K.Y. Lee Elastic response of a piezoelectric ceramic plate with two penny-shaped electrodes at the opposite surfaces under an electric load Journal of Intelligent Material Systems and Structures 18 2007 743 751
15. X.-F. Li, and X.-L. Peng A pressurized functionally graded hollow cylinder with arbitrarily varying material properties Journal of Elasticity 96 2009 81 95
16. X.-F. Li, X.-L. Peng, and Y.-A. Kang Pressurized hollow spherical vessels with arbitrary radial nonhomogeneity AIAA Journal 47 2009 2262 2265
17. Y. Ootao, T. Akai, and Y. Tanigawa Transient piezothermoelastic analysis for a functionally graded thermopiezoelectric hollow cylinder Journal of Thermal Stresses 31 2008 935 955
18. V. Parameswaran, and A. Shukla Processing and characterization of a model functionally gradient material Journal of Materials Science 35 2000 21 29
19. H.S. Paul, and D.P. Raju Asymptotic analysis of the modes of wave propagation in a piezoelectric solid cylinder Journal of the Acoustical Society of America 71 1982 255 263
20. H.S. Paul, and M. Venkatesan Vibrations of a hollow circular cylinder of piezoelectric ceramics Journal of the Acoustical Society of America 82 1987 952 956
21. S.C. Pradhan, C.T. Loy, K.Y. Lam, and J.N. Reddy Vibration characteristics of functionally graded cylindrical shells under various boundary conditions Applied Acoustics 61 2000 111 129
22. R.K.N.D. Rajapakse, and Y. Zhou Stress analysis of piezoceramic cylinders Smart Materials and Structures 6 1997 169 177
23. S.S. Rao, and M. Sunar Piezoelectricity and its use in disturbance sensing and control of flexible structures: a survey Applied Mechanics Reviews 47 1994 113 123
24. D.A. Saravanos, and P.R. Heyliger Mechanics and computational models for laminated piezoelectric beams, plates, and shells Applied Mechanics Reviews 52 1999 305 320
25. E.C.N. Silva, M.C. Walters, and G.H. Paulino Modeling bamboo as a functionally graded material: lessons for the analysis of affordable materials Journal of Materials Science 41 2006 6991 7004
26. S. Suresh Graded materials for resistance to contact deformation and damage Science 29 2001 2447 2451
27. J.Q. Tarn, and H.-H. Chang Extension, torsion, bending, pressuring, and shearing of piezoelectric circular cylinders with radial inhomogeneity Journal of Intelligent Material Systems and Structures 16 2005 631 641
28. H.F. Tiersten Linear Piezoelectric Plate Vibrations 1969 Plenum New York
29. Y.V. Tokovyy, and C.-C. Ma Analysis of 2D non-axisymmetric elasticity and thermoelasticity problems for radially inhomogeneous hollow cylinders Journal of Engineering Mathematics 61 2008 171 184
30. Y.V. Tokovyy, and C.-C. Ma Analytical solutions to the planar non-axisymmetric elasticity and thermoelasticity problems for homogeneous and inhomogeneous annular domains International Journal of Engineering Science 47 2009 413 437
31. J.F. Tressler, S. Alkoy, and R.E. Newnham Piezoelectric sensors and sensor materials Journal of Electroceramics 2 1998 257 272
32. M. Wang, and N. Pan Predictions of effective physical properties of complex multiphase materials Materials Science and Engineering: R 63 2008 1 30
33. R.C. Wetherhold, S. Seelman, and J.Z. Wang The use of functionally graded materials to eliminate or control thermal deformation Composites Science and Technology 56 1996 1099 1104
34. J.R. Zuiker Functionally graded materials: choice of micromechanics model and limitations in property variation Composites Engineering 5 1995 807 819