The hydroelastic effects of an elastic plate and its piezoelectric characteristics under wave forces are examined in this study. The hydroelastic analysis models fluid motion and hydrodynamic pressure using viscous flow theory, solved through a combination of the Reynolds–averaged Navier–Stokes equations, the continuity equation, and the shear stress transport turbulence model. The finite element method is employed both to solve the hydroelastic motion of the plate and to calculate the static electric field. Unlike previous studies where the piezoelectric plate was fully submerged in water, this work places the plate on the wave surface. This approach serves two purposes: to increase the static pressure difference between the upper surface and lower surface of the plate and to amplify the wave-induced forces. A detailed analysis of strain energy, plate deformation, and electric voltage distribution is also presented.
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