書誌事項

A solutions manual

K. Srinivas, C.A.J. Fletcher

(Scientific computation, . Computational techniques for fluid dynamics)(Physics and astronomy online library)

Springer, c1992

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内容説明・目次

内容説明

This complementary text provides detailed solutions for the problems that appear in Chapters 2 to 18 of Computational Techniques for Fluid Dynamics (CTFD), Second Edition. Consequently there is no Chapter 1 in this solutions manual. The solutions are indicated in enough detail for the serious reader to have little difficulty in completing any intermediate steps. Many of the problems require the reader to write a computer program to obtain the solution. Tabulated data, from computer output, are included where appropriate and coding enhancements to the programs provided in CTFD are indicated in the solutions. In some instances completely new programs have been written and the listing forms part of the solution. All of the program modifications, new programs and input/output files are available on an IBM compatible floppy direct from C.A.J. Fletcher. Many of the problems are substantial enough to be considered mini-projects and the discussion is aimed as much at encouraging the reader to explore ex tensions and what-if scenarios leading to further dcvelopment as at providing neatly packaged solutions. Indeed, in order to givc the reader a better intro duction to CFD reality, not all the problems do have a "happy ending". Some suggested extensions fail; but the reasons for the failure are illuminating.

目次

2. Partial Differential Equations.- 3. Preliminary Computational Techniques.- 4. Theoretical Background.- 5. Weighted Residual Methods.- 6. Steady Problems.- 7. One-Dimensional Diffusion Equation.- 8. Multidimensional Diffusion Equation.- 9. Linear Convection-Dominated Problems.- 10. Nonlinear Convection-Dominated Problems.- 11. Fluid Dynamics: The Governing Equations.- 12. Generalised Curvilinear Coordinates.- 13. Grid Generation.- 14. Inviscid Flow.- 15. Boundary Layer Flow.- 16. Flows Governed by Reduced Navier-Stokes Equations.- 17. Incompressible Viscous Flow.- 18. Compressible Viscous Flow.

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