[1] J. N., Reddy. A simple higher-order theory for laminated composite plates. Journal of Applied Mechanics, Transactions of ASME, 51(4):745–752,1984.
[2] A., Nosier, R. K., Kapania, and J. N., Reddy. Free vibration analysis of laminated plates using a layerwise theory. AIAA Journal, 31(12):2335–2346, December 1993.
[3] J. N., Reddy. A generalization of two-dimensional theories of laminated composite plates. Communications in Applied Numerical Methods, 3(3):173–180, 1987.
[4] C. T., Sun and J. M., Whitney. Theories for the dynamic response of laminated plates. AIAA Journal, 11(2):178–183, February 1973.
[5] D.H., Robbins and I., Chopra. The effect of laminate kinematic assumptions on the global response of actuated plates. Journal of Intelligent Material Systems and Structures, 17(4): 273–299, 2006.
[6] J. N., Reddy. On the generalization of displacement-based laminate theories. Applied Mechanics Reviews, 42(11):S213–S222, 1989.
[7] A., Chattopadhyay, J., Li, and H., Gu. Coupled thermo-piezoelectric-mechanical model for smart composite laminate. AIAA Journal, 37(12):1633–1638, December 1999.
[8] X., Zhou, A., Chattopadhyay, and H., Gu. Dynamic response of smart composites using a coupled thermo-piezoelectric-mechanical model. AIAA Journal, 38(10):1939–1948, October 2000.
[9] D. H., Robbins and I., Chopra. Quantifying the local kinematic effect in actuated plates via strain-energy distribution. Journal of Intelligent Material Systems and Structures, 18(6):569–589, 2007.
[10] E. F., Crawley and K. B., Lazarus. Induced-strain actuation of isotropic and anisotropic plates. AIAA Journal, 29(6):944–951, June 1991.
[11] C. K., Lee. In piezoelectric laminates: Theory and experiments for distributed sensors and actuators, pages 75–168. Intelligent Structural Systems, edited by H.S., TzouandG. L., Anderson, Kluwer Academic Publishers, 1992.
[12] C. K., Lee. Theory of laminated piezoelectric plates for the design of distributed sensors/actuators: Part I: Governing equations and reciprocal relationships. Journal of the Acoustical Society of America, 87(3):1144–1158, 1990.
[13] B. T., Wang and C. A., Rogers. Laminate plate theory for spatially distributed induced-strain actuators. Journal of Composite Materials, 25(4):433–452, April 1991.
[14] C. C., Lin, C. Y., Hsu, and H. N., Huang. Finite element analysis on deflection control of plates with piezoelectric actuators. Composite Structures, 35(4):423–133,1996.
[15] C. H., Hong and I., Chopra. Modeling and validation of induced-strain actuation of composite coupled plates. AIAA Journal, 37(3):372–377, March 1999.
[16] P., Heyliger. Exact solutions for simply-supported laminated piezoelectric plates. Journal of Applied Mechanics, 64(2):299–306, 1997.
[17] E., Carrera. An improved Reissner-Mindlin type model for the electromechanical analysis of multi-layered plates including piezo-layers. Journal of Intelligent Material Systems and Structures, 8(3):232–248, March 1997.
[18] J. A., Mitchell and J. N., Reddy. A refined hybrid plate theory for composite laminates of piezoelectric laminae. International Journal of Solids and Structures, 32(16):2345–2367, August 1995.
[19] D. H., Robbins and J. N., Reddy. An efficient computational model for the stress analysis of smart plate structures. Smart Materials and Structures, 5(3):353–360, 1996.
[20] R. C., Batra and S., Vidoli. Higher-order piezoelectric plate theory derived from a three-dimensional variational principle. AIAA Journal, 40(1):91–104, January 2002.
[21] S. K., Ha, C., Keilers, and F. K., Chang. Finite element analysis of composite structures containing distributed piezoelectric sensors and actuators. AIAA Journal, 30(3):772–780, March 1992.
[22] S. V., Gopinathan, V. V., Varadan, and V. K., Varadan. A review and critique of theories for piezoelectric laminates. Smart Materials and Structures, 9(1):24–18, February 2000.
[23] Y. Y., Yu. Some recent advances in linear and nonlinear dynamical modeling of elastic and piezoelectric plates. Journal of Intelligent Material Systems and Structures, 6(2): 237–254, March 1995.
[24] P., Bisegna and G., Carusa. Mindlin-type finite elements for piezoelectric sandwich plates. Journal of Intelligent Material Systems and Structures, 11(1):14–25, January 2000.
[25] P., Bisegna and F., Maceri. A consistent theory of thin piezoelectric plates. Journal of Intelligent Material Systems and Structures, 7(4):372–389, July 1996.
[26] S., Kapuria and G. G. S., Achary. Electromechanically coupled zigzag third-order theory for thermally loaded hybrid piezoelectric plates. AIAAJournal, 44(1):160–170, 2006.
[27] W., Yu and D. H., Hodges. A simple thermopiezoelastic model for smart composite plates with accurate stress recovery. Smart Materials and Structures, 13(4):926–938, August 2004.
[28] L., Edery-Azulay and H., Abramovich. A reliable plain solution for rectangular plates with piezoceramic patches. Journal of Intelligent Material Systems and Structures, 18(5): 419–433, May 2007.
[29] D. H., Robbins and J. N., Reddy. Modelling of thick composites using a layerwise laminate theory. International Journal for Numerical Methods in Engineering, 36(4):655–677,1993.
[30] P., Heyliger, G., Ramirez, and D. A., Saravanos. Coupled discrete-layer finite elements for laminated piezoelectric plates. Communications in Numerical Methods in Engineering, 10(12):971–981, 1994.
[31] D. A., Saravanos, P. R., Heyliger, and D. A., Hopkins. Layerwise mechanics and finite element for the dynamic analysis of piezoelectric composite plates. International Journal of Solids and Structures, 34(3):359–378, 1997.
[32] S. S., Vel and R. C., Batra. Three-dimensional analytical solution for hybrid multilayered piezoelectric plates. Journal of Applied Mechanics, Transactions of the ASME, 67(3): 558–567, September 2000.
[33] J. S., Yang and R. C., Batra. Mixed variational principles in nonlinear piezoelectricity. International Journal of Nonlinear Mechanics, 30(5):719–726, 1995.
[34] S. A., Kulkarni and K. M., Bajoria. Large deformation analysis of piezolaminated smart structures using higher-order shear-deformation theory. Smart Materials and Structures, 16(5):1506–1516, 2007.