Finite Amplitude Response of Circular Plates Subject to Dynamic Loading
The nonlinear equations describing axisymmetric finite amplitude response of a thin elastic clamped edge circular plate to pulse loading are solved by finite difference techniques for the case of a spatially uniform load which time- wise is represented as a step function. Damping of the plate is considered.
KeywordsCircular Plate Elastic Plate Flexural Vibration Finite Amplitude Finite Difference Technique
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