This paper considers the plane stress problem of generally anisotropic beams with elastic
compliance parameters being arbitrary functions of the thickness coordinate. Firstly, the …

A new numerical approach has been developed for the analysis of displacements and
stresses in arbitrary‐shaped elastic bodies subjected to mixed boundary conditions. An …

This paper considers the plane stress problem of a cantilever functionally graded beam
subjected to linearly distributed load. The material properties of the functionally graded …

A bi-harmonic stress function is constructed in this work. Ariy stress function methodology is
used to obtain a set of analytical solutions for both ends fixed beams subjected to uniform …

This paper presents a general mathematical model, especially suitable for finite-difference
analysis of stresses and displacements of the plane elastic problems of solid mechanics …

The plane stress problem of beam s is a typical one in elasticity theory. In this paper a new
set of boundary condition s for the fixed end is proposed to improve the accuracy of the …

The bending problem of a functionally graded cantilever beam subjected to uniformly
distributed load is investigated. The material properties of the functionally graded beam are …

Optimum design of tire‐tread sections is an important practical issue. However, useful study
of the problem that can suggest a reliable guideline for determining the optimum tread …

Due to the heterogeneities in material properties of strongly-bonded multi-material
composite structures, there exist singularities of the stress fields at the material interface as …

A new modeling scheme has been developed for the analysis of thermo-mechanical
stresses in structural problems of fiber-reinforced composite materials with mixed mode of …