Computational Fluid Dynamics 2006: Proceedings of the Fourth International Conference on Computational Fluid Dynamics, ICCFD4, Ghent, Belgium, 10-14 July 2006 - Softcover

Inhaltsangabe

Invited Speakers.- Two new techniques for generating exactly incompressible approximate velocities.- Role of High-End Computing in Meeting NASA#x2019;s Science and Engineering Challenges.- Recent Advances of Multi-phase Flow Computation with the Adaptive Soroban-grid Cubic Interpolated Propagation (CIP) Method.- Schemes.- On the Computation of Steady-State Compressible Flows Using a DG Method.- Space-Time Discontinuous Galerkin Method for Large Amplitude Nonlinear Water Waves.- A discontinuous Galerkin method with Hancock-type time integration for hyperbolic systems with stiff relaxation source terms.- Very High Order, Non-Oscillatory Fluctuation Distribution Schemes.- High-order residual distribution : discontinuity capturing crosswind dissipation and diffusion.- High-Order Fluctuation-Splitting Schemes for Advection-Diffusion Equations.- Construction of Higher Order Residual Distribution Schemes.- Stable and convergent residual distribution for time-dependent conservation laws.- An ALE Formulation of the Multidimensional Residual Distribution Scheme for Computations on Moving Meshes.- Solution of the steady Euler equations using Fluctuation Splitting schemes on quadrilateral elements.- A Residual-Based Compact Scheme for All-Speed Flows on Unstructured Grids.- Vorticity Preserving Scheme for Unsteady Compressible Flows.- Extension of the SD Method to Viscous Flow on Unstructured Grids.- Strictly Stable High Order Difference Methods for the Compressible Euler and Navier-Stokes Equations.- Uniform Flow Preserving Property of High Order Upwind Finite Difference Schemes on Generalized Coordinate System.- Implementation of an Enhanced Flux Formulation for Unsteady Navier-Stokes Solutions.- Computation of Eigenspaces of Hyperbolic Systems.- A Proposed Cure to the Carbuncle Phenomenon.- The High Order WLSQR Scheme and its Applications in Turbomachinery.- Building Better (Weighted) ENO Methods.- Discontinuity Diagnosis Essentially Non-Oscillatory Schemes.- Third Order Reconstruction on Unstructured Highly Irregular 3D Meshes.- An Intrinsically Multi-Dimensional Acoustics Convection Upstream Resolution Algorithm for the Euler Equations.- Multi-dimensional Limiting Process for Two- and Three-dimensional Flow Physics Analyses.- A Multidimensional Kinetic Upwind Method for Euler Equations.- High Resolution Quantum Kinetic Beam Schemes and Its Applications to Ideal Quantum Gas Dynamical Flows.- Semi-GLS Stabilization of FEM Applied to Incompressible Flows with Higher Reynolds Numbers.- Finite volume box scheme for a certain class of nonlinear conservation laws in mixed form.- Numerical study of the Colocated Clustered Finite Volume Scheme.- Arbitrary High Order Finite Volume Schemes on Unstructured Meshes.- Algorithms.- A high scalability parallel algebraic multigrid solver.- Jacobian-Free Newton-Krylov Methods: Issues and Solutions.- Non-stationary two-stage relaxation based on the principle of aggregation multi-grid.- The efficient and accurate solution of porous media flow problems with strongly discontinuous coefficients.- Stability of Pressure-Correction Algorithms for Low-Speed Reacting and Non-Reacting Flow Simulations.- A simple hybrid well-balanced method for a 2D viscous shallow water model.- A kinetic energy-preserving P1 iso P2/P1 finite-element method for computing unsteady incompressible flows.- Study on the segregation algorithms of the incompressible Navier-Stokes equations using P1P1/P2P1 finite element formulation.- A Mach-uniform algorithm: coupled versus segregated approach.- Crank-Nicolson Scheme for Solving Low Mach Number Unsteady Viscous Flows Using an Implicit Preconditioned Dual Time Stepping Technique.- Heated Wake by Deferred Corrected ULTRA.- Convergence Acceleration for Euler Equation based on SPR.- Acceleration of Unsteady Incompressible Flow Calculation Using Extrapolation Methods.- Improved Numerical Simulations of Incompressible Flows Based on Viscous/Inviscid Interaction Procedures.- AMR - Adaptive mesh

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