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A dispersion analysis is presented for the Galerkin meshfree formulation of shear deformable beam problem. The meshfree formation employed herein is based on the method of stabilized conforming nodal integration. This formulation can exactly reproduce the bending exactness and more importantly is locking-free. The dispersion analysis is carried out by expressing the nodal variables in a harmonic form...
A Hermite reproducing kernel meshfree method is present for the free and forced vibration analysis of Kirchhoff plates. This formulation provides a straightforward and robust way to construct C1 approximation to investigate the dynamic response of Kirchhoff plates. The Hermite reproducing kernel approximation of the plate deflection is formulated using the deflectional as well as the rotational nodal...
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