A Wave Based approach for the dynamic bending analysis of Kirchhoff plates under distributed deterministic and random excitation
The WBM for plate bending is extended with novel particular solutions. These particular solutions sets can account for a wide range of distributed loads. The method is validated on two deterministic cases with different load profiles. The WBM with the novel particular solutions outperforms conventional methods. The functions are successfully applied on random Turbulent Boundary Layer excitation.
plate bending distributed load turbulent boundary layer excitation structural dynamics kirchhoff theory wave based method