Plates are integral parts of most engineering structures and their vibration analysis is
required for safe design. Vibration of Plates provides a comprehensive, self-contained …

The usual approach to linear vibration analysis of plates and shells may look easier than
that of nonlinear ones, but sometimes linear problems may involve geometric nonlinearities …

Vibration of Functionally Graded Beams and Plates uses numerically efficient computational
techniques to analyze vibration problems associated with FG beams and plates. Introductory …

S^ ROULL1 has observed that adding dust to air flowing in urbulent motion through a pipe
appreciably reduces the resistance coefficient. Saffman2 discussed in detail the stability of …

In this article, free vibration of functionally graded (FG) elliptic plates subjected to various
classical boundary conditions has been investigated. Literature review reveals no study has …

In the present work, effect of hygrothermal environment on vibration and buckling behavior
of embedded functionally graded elliptical plate under uniform in plane compression is …

Orthogonal polynomials have been used to study the transverse vibration of elliptic plates
with uniform thickness and clamped boundary. Four frequencies and mode shapes have …

A method for the study of large amplitude vibrations of viscoelastic plates and shallow shells
is presented. The concept of iso-amplitude contour lines in conjunction with Galerkin's …

Abstract The Rayleigh-Ritz method using characteristic orthogonal polynomials has been
applied to study the problem of transverse vibration of completely-free elliptic and circular …

Rayleigh–Ritz method has been employed to obtain approximations to frequencies and
mode shapes of circular plates with variable thickness. The boundary is either clamped …