A new solution method in the area of computational mechanics is developed in this article,
which is called variational differential quadrature (VDQ). The main idea of this method is …

This study examined the dynamic characteristics of nonlinear electrostatic pull-in behavior
for shaped actuators in micro-electro-mechanical systems (MEMS). The natural frequencies …

In this paper we shall derive a posteriori error estimates in the $ L^ 1$-norm for upwind finite
volume schemes for the discretization of nonlinear conservation laws on unstructured grids …

We present a size-dependent model for electrostatically actuated microbeam-based MEMS
using strain gradient elasticity theory. The normalized pull-in voltage is shown to increase …

The eigenvalue problems of clamped-free and hinged–hinged Bernoulli–Euler beams on
elastic foundation with a single edge crack, axial loading and excitation force were …

In this paper, a size-dependent model of clamped-clamped composite laminated
electrostatic Euler–Bernoulli microbeams with piezoelectric layers attached was proposed …

Numerical solution procedures occupy an extremely important part in many areas of science
and engineering. The subjects in these fields are of continued research interest. A variety of …

The present paper is concerned with the thermal post-buckling behaviors of magneto-electro-
elastic laminated beams. Timoshenko beam theory accompanying the von Kármán …

In this paper, free vibration behavior of functionally nanoplate resting on a Pasternak linear
elastic foundation is investigated. The study is based on third-order shear deformation plate …

The Hadamard and SJT product of matrices are two types of special matrix product. The
latter was first defined by Chen. In this study, they are applied to the differential quadrature …