Computation of incompressible potential flow using von Mises coordinates
Incompressible potential flow over symmetric airfoils has been formulated in terms of von Mises coordinates. This formulation provides a rectangular computational domain with Dirichlet boundary conditions for the single unknown y(x,\(\psi)\). The governing second order nonlinear partial differential equation is solved by SLOR on uniform and clustered grids. The method proves to be accurate, efficient and easy to code.
Incompressible potential flow over symmetric airfoils
domain with Dirichlet boundary conditions
scientific article; zbMATH DE number 4095005