The vortex ring merger problem at infinite reynolds number

@inproceedings{Anderson1989TheVR,
  title={The vortex ring merger problem at infinite reynolds number},
  author={Christopher R. Anderson and Claude Greengard},
  year={1989}
}
Abstract : The physics of three-dimensional incompressible fluid flow, as is well known, is an extremely difficult and not well understood subject. The mathematical theory of the Navier-Stokes and the Euler equations is incomplete and a detailed qualitative understanding of the dynamics is, for the most part, lacking. One focus of recent research which aims at an understanding of key features of turbulence and of the possible breakdown in regularity of solutions of the fluid equations has been… CONTINUE READING