In 1944 Lev D. Landau found a non-trivial solution to a stationary Navier-Stokes flow on R3, which was symmetric around some axis and fulfilled the condition, that the velocity decayed linearly and the pressure quadratically in |x|, depending on a parameter -1 d
In 1944 Lev D. Landau found a non-trivial solution to a stationary Navier-Stokes flow on R3, which was symmetric around some axis and fulfilled the condition, that the velocity decayed linearly and the pressure quadratically in |x|, depending on a parameter -1 d