Computational Techniques and Applications, CTAC-85: Proceedings of the Computational Techniques and Application Conference, Held at the University of Melbourne, Australia, 25-28 August 1985John Noye, Robert L. May |
Contents
INVITED PAPERS | 1 |
ELECTRODE DESIGN FOR LASERS AND SWITCHES | 17 |
STABLE SOLUTION OF BOUNDARY VALUE PROBLEMS OF ORDINARY | 51 |
Copyright | |
48 other sections not shown
Common terms and phrases
accuracy accurate advection equation algorithm amplitude response analysis anti-diffusive applied approximation boundary conditions calculated coefficient comparison components computational convection convergence coordinates derivative difference equations difference scheme differencing diffusion dimensional discretisation dispersion displacement domain duct effect eigenvalues evaluated exact solution explicit finite difference method finite element method flow fluid flux formulation fully implicit function Galerkin Galerkin methods Gauss pulse test given gradient initial integral interface iteration linear Mathematics matrix MEPDE mesh Navier-Stokes equations nodes nonlinear Noye numerical diffusion numerical solution Nusselt Nusselt number obtained operator order scheme parameters partial differential equations Poiseuille flow pressure problem procedure Publishers B.V. North-Holland radial Rayleigh quotient region relative wave speed Science Publishers B.V. shown in Figure simulation solved stable step surface Table Taylor series technique temperature transformation truncation error upwind values variable viscous vortex vorticity zero