Item type | Current library | Home library | Shelving location | Call number | Status | Date due | Barcode | |
---|---|---|---|---|---|---|---|---|
Books | American University in Dubai | American University in Dubai | Main Collection | QA911.A58 1995 (Browse shelf(Opens below)) | Available | 5077828 |
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QA 845 .M36 1988 Dynamics in engineering : classical yet modern, general yet comprehensive, original in approach / | QA 901 .P58 1997 Fluid mechanics / | QA 901 .V4 1982 Elementary fluid mechanics / | QA911.A58 1995 Computational fluid dynamics : the basics with applications / | QA 911 .C42 1981 Hydrodynamic and hydromagnetic stability / | QA 911 .C66 2010 Computational fluid dynamics review 2010 / | QA 911 .I53 1975 Finite elements in fluids : v.2, mathematical foundations, aerodynamics and lubrication. |
Includes bibliographical references (p. 539-542) and index.
Part I: Basic Thoughts and Equations -- Philosophy of computational fluid dynamics -- The governing equations of fluid dynamics their derivation, a discussion of their physical meaning, and a presentation of forms particularly suitable to CFD -- Mathematical behavior of partial differential equations: the impact on CFD -- Part II: Basics of the Numerics -- Basic aspects of discretization -- Grids with appropriate transformations -- Some simple CFD techniques: a beginning -- Part III: Some Applications -- Numerical solutions of quasi-one-dimensional nozzle flows -- Numerical solution of a two-dimensional supersonic flow: Prandtl-Meyer expansion wave -- Incompressible couette flow: numerical solution by means of an implicit method and the pressure correction method -- Supersonic flow over a flat plate: numerical solution by solving the complete Navier-Stokes equations -- Part IV: Other Topics -- Some advanced topics in Modern CFD: a discussion -- The future of CFD -- Appendix A: Thomas's algorithm for the solution of a tridiagonal system of equations.
A comprehensive, up to date text written for undergraduate and graduate students which covers topics ranging from the basic philosophy of computational fluid dynamics to advanced areas of CFD.
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