A new approach for solving the three-dimensional steady Euler equations. I. General theory
An iterative procedure is presented for solving steady inviscid three- dimensional (3-D) subsonic or incompressible rotational flow problems. The procedure combines concepts (Clebsch potentials and Munk-Prim substitution principle) from classical fluid mechanics with an extension to 3-D of a semi-direct Cauchy-Riemann solver.
steady inviscid three-dimensional (3-D) subsonic or incompressible rotational flow problems
scientific article; zbMATH DE number 3976638