Computational Mechanics Publications ; London ; New York : Elsevier Applied Science ; New York : Elsevier Science Pub. Co. [distributor]
1992
[9], 261 pages : illustrations ; 24 cm
International Conference on Computer Modelling of Seas and Coastal Regions and Boundary Elements and Fluid Dynamics, Southampton, U.K., April 1992--2nd prelim. page.
Section 1: Turbomachinery.- A Numerical Simulation of Cross Flow Fan.- Fully 3D Euler Solutions Versus Test Results for the Whole Load Range of Radial Pumps.- Section 2: Aerodynamics.- Experience with Transonic Flow IE Computations.- A 3D IEM for Compressible Wing Flows With and Without Shocks.- Solution of the Transonic Integral Equation Using Discontinuous Linear and Quadratic Elements.- Including Sharp Edge Vortex Shedding in Boundary Integral Solutions for Two Dimensional Potential Flows.- Section 3: Viscous Flow And Turbulence Models.- Description of Viscous-Inviscid Interaction Using Boundary Elements.- The Complete Double Layer Boundary Integral Equation Method for Particles Moving Close to Boundaries.- Vorticity-Velocity Formulation for Turbulent Flow by BEM.- Including Sharp Edge Vortex Shedding in Boundary Integral 131 Solutions for Two Dimensional Potential Flows.- A Boundary Element Method for Steady-State Two-Dimensional Stokes Flows and Its Asymptotic Error Estimates.- The Boundary Element Solution of a Viscous Free Surface Problem.- Section 4: Special Flow Situations.- 3-D Time Dependent Navier-Stokes Solutions with Finite and Boundary Elements.- Hydrodynamic Properties of Multiple Floating and Submerged Bodies Analysed by a Panel Method.- A Boundary Element Method Applied to Gas-Liquid Drainage in a Capillary Cavity.- Application of the Boundary Element Method to Moving Boundary Problems Arising During Non-Aqueous Phase Liquid (NAPL) Migration in Soils.- Free Surface Flows Induced by a Submerged Source or Sink from a Three-Layer Fluid with Stagnation and Cusp Points.- Temperature Distribution on Flat Electronic Substrates in a Uniform Flow Field.- Computational Fluid Dynamics by the Boundary-Domain Integral Method.- Authors' Index.