The vorticity evolution induced by a source doubler that turns out in
a two-dimensional shear flow is investigated analytically for an incom
pressible inviscid fluid. The velocity field is obtained by use of the
Linearized Euler equation and the equation of continuity. The process
of the closed vortex formation around the doubler and the interaction
of these closed vortex are shown by investigating the time developmen
t of the disturbance vorticity.