AMPLITUDE-FREQUENCY CHARACTERISTICS OF NON-LINEAR TRANSVERSE VIBRATIONS OF CIRCULAR PLATES OF VARIABLE RIGIDITY
Abstract
Large amplitude vibrations of an isotropic clamped circular plate with variable rigidity has been investigated by Galerkin procedure applied to Berger's approximate method for large deflections. The non-linear second order differential equation thus obtained for the unknown time Junction is solved in terms of Jacobian elliptic functions.
Results obtained from numerical calculations are presented graphically.
Keywords
Amplitude-frequency; Galerkin procedure; Berger's method; transverse vibrations; Jacobian functions.
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