Solving inverse boundary-value problem of aerohydrodynamics in a new statement
Расих Бахтигареевич Салимов · Russian Mathematics · 2017
We consider a modified inverse boundary-value problem of aerohydrodynamics, in which it is required to find the shape of a wing profile, streamlined by a potential flow of incompressible inviscid fluid, when the distribution of the velocity potential on one section of the profile is given as a function of abscissa, and on the rest of the profile as a function of the ordinate of the profile point.