Abstract
A method and numerical solution is described for the investigation of axisymmetric potential flow in ducts which contain a central body. The contours of the body and the duct are represented by continuous distributions of ring vortices. The boundary conditions on infinity are satisfied by source discs, closing the inlet and outlet sections of the duct. This model is applicable also to multiconnected axisymmetric regions. Numerical results for bodies in a tube of constant radius are presented and compared with other solutions. The stability and accuracy of the computations is observed for various geometry and blockages.
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