Contents -- Preface -- Chapter 1: Three-Dimensional Theories -- 1.1 Nonlinear Electroelasticity for Strong Fields -- 1.2 Linear Piezoelectricity for Weak Fields -- 1.3 Linear Theory for Small Fields Superposed on a Finite Bias -- 1.4 Cubic Theory for Weak Nonlinearity -- Chapter 2: Piezoelectric Plates -- 2.1 Exact Modes in a Plate -- 2.2 Power Series Expansion -- 2.3 Zero-Order Theory for Extension -- 2.4 First-Order Theory -- 2.5 Second-Order Theory -- Chapter 3: Laminated Plates and Plates on Substrates -- 3.1 Elastic Plates with Symmetric Piezoelectric Actuators -- 3.2 Elastic Plates with Piezoelectric Actuators on One Side -- 3.3 Laminated Piezoelectric Plates -- 3.4 A Plate on a Substrate -- Chapter 4: Nonlinear Effects in Electroelastic Plates -- 4.1 Plates under Biasing Fields -- 4.2 Large Thickness-Shear Deformations -- Chapter 5: Piezoelectric Shells -- 5.1 First-Order Theory -- 5.2 Classical Theory -- 5.3 Membrane Theory -- 5.4 Vibration of Ceramic Shells -- 5.5 A Shell on a Non-Thin Body -- Chapter 6: Piezoelectric Beams -- 6.1 Power Series Expansion -- 6.2 Zero-Order Theory For Extension -- 6.3 First-Order Theory -- Chapter 7: Piezoelectric Rings -- 7.1 First-Order Theory -- 7.2 Classical Theory -- 7.3 Radial Vibration of a Ceramic Ring -- Chapter 8: Piezoelectric Parallelepipeds -- 8.1 Power Series Expansion -- 8.2 Zero-Order Equations -- 8.3 A Piezoelectric Gyroscope -- 8.4 A Transformer - Forced Vibration Analysis -- References -- Appendix 1 Notation -- Appendix 2 Electroelastic Material Constants -- Index.