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Deformation Due to Moving Loads at Boundary Surface

The steady state response of an orthotopic micropolar viscoelastic solid with an overlying elastic half-space subjected at the plane interface to moving point loads has been studied. The eigenvalue approach using Fourier Transforms has been employed and the transform has been inverted by using a numerical technique. The displacement and stress components in the physical domain are obtained numerically. The numerical results are illustrated graphically for a particular model.