Motion of a Circular Cylinder and $N$ Point Vortices in a Perfect Fluid
2002, Volume 7, Number 3, pp. 291-298
Author(s):
Ramodanov S. M.
The motion of a rigid circular cylinder and $N$ point vortices in an unbounded volume of perfect fluid is treated here on the basis of a potential framework. The formulas for the hydrodynamic force and moment acting upon a cylinder of arbitrary cross section are obtained. The equations governing the motion of a circular cylinder interacting with vortices are derived. For the greater part this paper coincides with [4] in which, however, only the case of one vortex was treated. It so happened that (due to a makeup man`s fault maybe) [4] was printed with no pictures in it. In this paper we reproduce those gures and extend the previous results.
Citation:
Ramodanov S. M., Motion of a Circular Cylinder and $N$ Point Vortices in a Perfect Fluid, Regular and Chaotic Dynamics,
2002, Volume 7, Number 3,
pp. 291-298
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