On the Existence and Uniqueness of Non-homogeneous Motions in Exterior Domains.
On the exterior steady problem for the equations of a viscous isothermal gas
We prove existence and a representation formula for solutions to the equations describing steady flows of an isothermal, viscous, compressible gas having a positive infimum for the density , moving in an exterior domain, when the speed of the obstacle and the external forces are sufficiently small.
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