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Computational fluid dynamics : principles and applications / Jiri Blazek. - Third edition. - Amsterdam : Butterworth-Heinemann, an imprint of Elsevier, copyright 2015. - XVIII, 447 stron : wykresy ; 25 cm.
Governing Equations The Flow and lts Mathematical Description Conservation Laws Viscous Stresses Complete System of the Navier-Stokes Equations Principles of Solution of the Governing Equations Spatial Discretization Temporal Discretization Turbulence Modeling lnitial and Boundary Conditions Structured Fin ite-Volume Schemes Geometrical Quantities of a Control Volume General Discretization Methodologies Discretization of the Convective Fluxes Discretization of the Viscous Fluxes Unstructured Finite-Volume Schemesli Geometrical Quantities of a Control Volume General Discretization Methodologies Discretization of the Convective Fluxes Discretization of the Viscous Fluxes Tem poral Discetization ExplicitTime-Stepping Schemes lmplicit Time-Stepping Schemes Methodologies for Unsteady Flows Turbulence Modeling Basic Equations of Turbulence First-Order Closures Large-EddySimulation Boundary Conditions Concept of Dummy Cells Solid Wall Far-Field lnleVOutlet Boundary lnjection Boundary Symmetry Plane Coordinate Cut Periodic Boundaries lnterface Between Grid Blocks Flow Gradients at Boundaries of Unstructured Grids Acceleration Techniques LocalTime-Stepping Enthalpy Damping Residual Smoothing Multigrid Preconditioning for Low Mach Numbers Parallelization Consistency, Accuracy, and Stability Consistency Requirements Accuracy of Discretization Scheme Von Neumann Stability Analysis Principles of Grid Generation Structured Grids Unstructured Grids Software Applications Programs for Stability Analysis Structured Grid Generator Structured 2-D Grid Generators Structured to Unstructured Grid Converter Quasi 1-D Euler Solver Structured 2-D Euler/Navier-Stokes Solver Unstructured 2-D Euler/Navier-Stokes Solver Parallelization Governing Equations in Differential Form Quasilinear Form of the Euler Equations Mathematical Character of the Governing Equations Navier-Stokes Equations in Rotating Frame of Reference Navier-Stokes Equations Formulated for Moving Grids Thin Shear Layer Approximation PNS Equations Axisymmetric Form of the Navier-Stokes Equations Convective Flux Jacobian Viscous Flux Jacobian Transformation from Conservative to Characteristic Variables GMRES Algorithm Tensor Notation.
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