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   <subfield code="a">An analytical procedure, based on the dynamic stiffness method, is proposed for the study of rotor dynamics problems. On the grounds of the governing differential equations of a continuous beam, the dynamic stiffness matrix of the rotating Timoshenko beam is derived, including the effects of translational and rotational inertia, gyroscopic moments and shear deformation of the shaft. Concentrated disks and isotropic, elastic bearings are taken into account in the element formulation. The results obtained by the proposed method are compared with both classical closed form solutions and finite element analyses taken from the literature.</subfield>
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