Numerical Methods in Laminar and Turbulent Flow: Proceedings of the Second International Conference Held at Venice, 13th-16th July, 1981Cedric Taylor, B. A. Schrefler |
Contents
P M GRESHO S T K CHAN R L LEE and C D UPSON | 27 |
R L SANI and B E EATON | 41 |
Y LECIONTE and J PIQUET | 53 |
Copyright | |
15 other sections not shown
Common terms and phrases
accuracy algorithm analysis applied approximation assumed axial velocity boundary conditions boundary layer calculated coefficient computed constant continuity equation convection convergence coordinate defined density differential equations diffusion dimensional discrete distribution domain downstream duct effects experimental Figure finite difference finite element method flow problems formulation fully developed governing equations grid heat transfer incompressible incompressible flow inlet integration iteration laminar flow linear liquid mass transfer matrix mesh momentum equations Navier-Stokes equations nodes Numerical Methods numerical results numerical solution Nusselt obtained parabolic parameters particles pipe Poiseuille flow predictions present procedure radial recirculation region Reynolds number scheme shear stress shown simulation solved steady step stream function streamline surface technique temperature thermal tion turbulent flow two-dimensional upstream values variables variation vector velocity velocity components velocity profiles vortex vorticity wall wave zero ди ду дх Эх