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              <p>We study steady isothermal motions of a nonlinear weakly compressible viscoelastic fluids of Oldroyd type in a bounded domain Omega subset of R(2),with given non-zero velocities on the boundary of Omega. We suppose that the pressure p and the extra-stress tensor tau are prescribed on the part of the boundary corresponding to entering velocities. A uniqueness and existence result for the solution (u,p,tau) is established in W(2,q)(Omega)xW(1,q)(Omega)xW(1,q)(Omega) with 2</p>
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