The work presents an analytical three-dimensional solution for simply supported angle-ply piezoelectric (hybrid) laminated cylindrical shells in cylindrical bending with interlaminar bonding imperfections, in an electro-thermomechanical loading environment. The jumps in displacements, electric potential and temperature at the imperfect interfaces are modeled using linear spring-layer model. The solution includes the case when, besides at inner and outer surfaces, electric potentials are prescribed at layer interfaces also for effective actuation/sensing. The entities for each layer are expanded in Fourier series in circumferential coordinate to satisfy the boundary conditions at the simply supported ends. The resulting ordinary differential...
The improved zigzag theory recently developed by the authors for smart, piezoelectric, and laminated...
The improved third order zigzag theory and its smeared counterpart (without the zigzag effect), rece...
AbstractWithin a framework of the three-dimensional (3D) piezoelectricity, we present asymptotic for...
In smart piezoelectric laminated structures, the interfaces between the piezoelectric layers and the...
An exact three-dimensional (3D) piezothermoelasticity solution is presented for static, free vibrati...
An exact axisymmetric piezothermoelastic solution is presented for a simply-supported hybrid cylindr...
A benchmark 2D piezothermoelasticity exact solution is presented, based on state space approach for ...
An exact two-dimensional (2D) piezoelasticity solution is presented for free vibration and steady-st...
A benchmark three-dimensional (3D) exact piezoelasticity solution is presented for free vibration an...
The three-dimensional exact solution is presented for infinite simply supported, cross-ply laminated...
The assessment of classical lamination shell theory and first-order shear deformation theory is pres...
Three-dimensional piezothermoelastic solutions for a finite functionally graded cylindrical shell wi...
This study presents an assessment of classical lamination shell theory and first-order shear deforma...
ne 5 al in obtained in actuator and sensing layers. The electric potential function is evaluated by ...
The improved third order zigzag theory and its smeared counterpart (without the zigzag effect), rece...
The improved zigzag theory recently developed by the authors for smart, piezoelectric, and laminated...
The improved third order zigzag theory and its smeared counterpart (without the zigzag effect), rece...
AbstractWithin a framework of the three-dimensional (3D) piezoelectricity, we present asymptotic for...
In smart piezoelectric laminated structures, the interfaces between the piezoelectric layers and the...
An exact three-dimensional (3D) piezothermoelasticity solution is presented for static, free vibrati...
An exact axisymmetric piezothermoelastic solution is presented for a simply-supported hybrid cylindr...
A benchmark 2D piezothermoelasticity exact solution is presented, based on state space approach for ...
An exact two-dimensional (2D) piezoelasticity solution is presented for free vibration and steady-st...
A benchmark three-dimensional (3D) exact piezoelasticity solution is presented for free vibration an...
The three-dimensional exact solution is presented for infinite simply supported, cross-ply laminated...
The assessment of classical lamination shell theory and first-order shear deformation theory is pres...
Three-dimensional piezothermoelastic solutions for a finite functionally graded cylindrical shell wi...
This study presents an assessment of classical lamination shell theory and first-order shear deforma...
ne 5 al in obtained in actuator and sensing layers. The electric potential function is evaluated by ...
The improved third order zigzag theory and its smeared counterpart (without the zigzag effect), rece...
The improved zigzag theory recently developed by the authors for smart, piezoelectric, and laminated...
The improved third order zigzag theory and its smeared counterpart (without the zigzag effect), rece...
AbstractWithin a framework of the three-dimensional (3D) piezoelectricity, we present asymptotic for...