Pages that link to "Item:Q2229646"

The following pages link to Dynamic stability control of viscoelastic nanocomposite piezoelectric sandwich beams resting on Kerr foundation based on exponential piezoelasticity theory (Q2229646):

Displaying 15 items.

• Parametric resonance of shear deformable nanotubes: a novel higher-order model incorporating nonlinearity from both curvature and inertia (Q2168413) (← links)
• Buckling and free vibration analysis of randomly distributed CNT reinforced composite beam under thermomechanical loading (Q2168505) (← links)
• Dynamic stability response of truncated nanocomposite conical shell with magnetostrictive face sheets utilizing higher order theory of sandwich panels (Q2190124) (← links)
• Application of differential quadrature and Newmark methods for dynamic response in pad concrete foundation covered by piezoelectric layer (Q2196045) (← links)
• Nonlinear vibration and instability of a randomly distributed CNT-reinforced composite plate subjected to localized in-plane parametric excitation (Q2240390) (← links)
• Size dependent torsional electro-mechanical analysis of flexoelectric micro/nanotubes (Q2671720) (← links)
• A nonlinear Chebyshev-based collocation technique to frequency analysis of thermally pre/post-buckled third-order circular sandwich plates (Q2684145) (← links)
• An Analytical Approach for Nonlinear Buckling Analysis of Torsionally Loaded Sandwich Carbon Nanotube Reinforced Cylindrical Shells with Auxetic Core (Q5871972) (← links)
• Development of an improved mathematical model for the dynamic response of a sphere located at a viscoelastic medium interface (Q5883078) (← links)
• Dynamic instability of sandwich beams made of isotropic core and functionally graded graphene platelets-reinforced composite face sheets (Q6537879) (← links)
• Structural-acoustic response analysis of variable stiffness laminates with inherent material damping (Q6537965) (← links)
• Mantari's higher-order shear deformation theory of sandwich beam with CNTRC face layers with porous core under thermal loading (Q6538059) (← links)
• Dynamics of axially moving spinning microbeams composed of tri-directional graded porous materials with axisymmetric cross-sections and piezoelectric layers in complex fields (Q6621892) (← links)
• Closed-form solution of Timoshenko frames on elastic Winkler foundation using the Green's function stiffness method (Q6658530) (← links)
• Examining three distinct rheological models with flexoelectric effect to investigate Love-type wave velocity in bedded piezo-structure (Q6662068) (← links)