Аннотация:
The problem of describing the motion of a rigid body in a fluid is addressed by considering
a symmetric Joukowsky foil. Within the framework of the model of an ideal fluid, the force and
torque acting on an unsteady moving foil are calculated. The analytical results are compared
with those obtained based on the numerical solution of the Navier – Stokes equations. It is shown
that analytical expressions for the force and torque can be consistent with the results of numerical
simulations using scaling and a delayed arguments.
Ключевые слова:motion of a body in a fluid, Joukowsky foil, complex potential, the Kutta – Chaplygin condition, the Navier – Stokes equations