In this work a theoretical analysis is presented for the wave propagation in a thin walled prestressed viscoelastic tube filled with a viscous fluid. The fluid is assumed to be incompressible and Newtonian, whereas the tube material is considered to be incompressible, isotropic and viscoelastic. Considering the physiological conditions that the arteries are subjected to, such a tube may be treated to be initially stressed under the effect of inner pressure P_i and the axial stretch λ_Z. Assuming that in the course of blood flow, a small incremental disturbance is added onto this initial field, the governing equations of this incremental motion are obtained for a fluid and viscoelastic tube.
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