VIBRATION AND STABILITY OF AN AXIALLY LOADED CLAMPED RECTANGULAR PLATES ON A NON-HOMOGENEOUS ELASTIC BASE

Abstract

The paper analyzes the way of finding the oscillation frequency of a rectangular plate as well as the value of the critical force at which it comes from the loss of plate stability. The basic equations of the posed problem were transferred to the dimensionless form and as such numerically solved. The results of the natural frequency of the plate as well as the results of the critical force at which the plate bending occurs were obtained.