The main aim of this study is to establish a hybrid quasi-3D theory for the deflections,
stresses and free vibration analysis of bi-functionally graded sandwich plates resting on …

This article presents a numerical method for analyzing the compressive buckling of porous
power-law functionally graded (PPFG) plates placed on Pasternak foundations, which is …

In this study, the spatial variability of materials is incorporated into the static analysis of
functionally graded sandwich nanoplates to achieve higher accuracy. Utilising a modified …

In this study, a mathematical model of flexible porous functionally graded (PFG) Kirchhoff
size-dependent plates on a rectangular plane is constructed. Hamilton's principle provides …

In this work, novel four-unknown refined theories were used to evaluate the free vibration of
rotating stiffened toroidal shell segments subjected to varying boundary conditions in …

In this work, static bending responses and natural frequency characteristics of functionally
graded porous plates on elastic foundations are investigated. To serve this purpose, we …

A generalized single-variable shear deformation plate theory (GSSDPT) is proposed.
Compared with other single-variable vibration theories, GSSDPT discards the assumption …

Present work explores quadratic extrapolation (QE) technique for large deformation flexure
study of FGM plate with five variables higher-order shear deformation theory (HSDT). Rule of …

In this study, a novel quasi-three dimensional hyperbolic high-order shear deformation
theory (quasi-3D HHSDT) is developed for free vibration analysis of porous functionally …

In the present paper, an accurate numerical technique is employed to analyze the effect of
two-dimensional temperature variation on the free asymmetric vibrations of functionally …