Numerical methods in fluid dynamics

The present conference on fluid dynamics applications of numerical methods considers finite element, least squares and domains-decomposition methods for the numerical solution of nonlinear fluid dynamics problems, as well as the Galerkin, Chebyshev and Legendre spectral approximation methods. Also discussed are recent advancements in computational aerodynamics for transonic flow aircraft calculations, and the particle method's approximation of the Euler equations as well as its application to two- and three-dimensional vortex methods.