The accuracy of global methods such as the differential quadrature (DQ) approach is usually
sensitive to the grid point distribution. This paper is to numerically study the effect of grid …

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 …

Two new sets of grid points are proposed for applying differential quadrature (DQ) to the
analysis of structural problems. The accuracy and convergence of differential quadrature for …

The direct implementation of derivative boundary conditions at edge points was
demonstrated to be simple, flexible and computationally efficient in the vibration analysis of …

Differential Quadrature (DQ) is a numerical technique of high accuracy, but it is sensitive to
grid distribution and requires that the number of grid points cannot be too large. These two …

The differential quadrature finite difference method (DQFDM) has been proposed by the
author. The finite difference operators are derived by the differential quadrature (DQ). They …

A new methodology is introduced in the differential quadrature (DQ) analysis of plate
problems. The proposed approach is distinct from other DQ methods by employing the …

An accuracy study between the Differential Quadrature (DQ) and Harmonic Differential
Quadrature (HDQ) methods for three‐dimensional elasticity solutions of free vibration of …

The new approach for application of boundary conditions in the differential quadrature (DQ)
method, proposed earlier by the present authors, is extended to generalized force boundary …

One of the important issues in the implementation of the differential quadrature method is the
imposition of the given boundary conditions. There may be multiple boundary conditions …