A model of laminated cylindrical shells with discontinuous piezoelectric layer is proposed. Based on the first-order shear nonlinear shell theory, vibration control point-supported elastic boundary condition analyzed. In this model, a series artificial springs are introduced to simulate arbitrary conditions. And elastic-electrically coupled differential equations obtained by Chebyshev polynomia...

An analytical (exact in the limit) solution to boundary-value problem of deformation a finite-dimensional general cross-ply thick hyperbolic-paraboloidal panel, modeled using third order shear theory, is presented. Of special interest issue cylindrical panel-like response, presence full surface-parallel constraints at all four edges antisymmetric panel negative Gaussian curvature.