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2013
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    Konstantin Kulik

    Lenin Ave. 60, Kharkov, 61001, Ukraine
    Institute for Single Crystals of NAS of Ukraine

    Publications:

    Kulik K. N., Tur A. V., Yanovsky V. V.
    Abstract
    In this work considered the motion of a point dipole vortex in circular domain occupied by an ideal fluid. The motion equations for a dipole vortex in an domain bounded by solid wall, are obtained. These equations have the Hamiltonian form. Integrability in the quadratures of the motion equations for a point dipole vortex in a circular domain is proved. The character movement vortex is discussed.
    Keywords: point dipole vortex, Hamiltonian, motion equations
    Citation: Kulik K. N., Tur A. V., Yanovsky V. V.,  The evolution point dipole vortex in a domain with circular boundaries, Rus. J. Nonlin. Dyn., 2013, Vol. 9, No. 4, pp.  659-669
    DOI:10.20537/nd1304005

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