Numerous works in both recent and historical literature have concentrated on formulating
theories to perform static analysis on simply-supported shell structures. However, it is worth …

This paper presents an analytical solution for the static analysis of plates with clamped
boundary conditions prescribed at the edges. The displacement field is expressed via the …

There are very few precise and reliable solutions available in the existing literature for
functionally graded plates with fully clamped ends under mechanical loads, indicating a …

In this paper, a three-dimensional numerical solution for the bending study of laminated
composite doubly-curved shells is presented. The partial differential equations are solved …

The focus of this study is thermal responses of a clamped composite laminated beam with
arbitrary layer numbers under non-uniform temperature boundary conditions. Analytical …

This paper presents a systematic formulation of the hyperbolic shear deformation theory for
bending problems of thick beams; and the Fourier series method for solving the resulting …

This paper presents a unique analytical layerwise solution for functionally graded magneto-
electric-elastic shell with complex geometry. The middle surface of the shell is modeled by a …

In the present work, analytical numerical solutions of the static behavior of fully clamped
functionally graded (FG) doubly-curved panels are presented. The mechanical model is …

Analytical solutions of mechanical problems with refined theories and challenge boundary
conditions are still a topic of research due to intrinsic complexity. In this paper, a generalized …

This paper proposes radial basis function (RBF)-based meshless solutions for static and
dynamic analyses of metallic and laminated beam-like structures with various boundary …