Frontiers of computational fluid dynamics 2002:
Saved in:
| Format: | Book |
|---|---|
| Language: | English |
| Published: |
River Edge, NJ [u.a.]
World Scientific
2002
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| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Item Description: | Papers presented at a symposium held June 26-28, 2000, at Half Moon Bay, Calif., honoring Robert W. MacCormack for his contributions to the field of fluid dynamics. - Includes bibliographical references |
| Physical Description: | xv, 506 p. ill. : 24 cm |
| ISBN: | 9810248490 |
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| adam_text | Bob MacConnack on the deck of the New Captain Pete.
Contents
Dedication................................................... v
1 Contributions of Robert W. MacCormack to Computa-
tional Fluid Dynamics
Caughey Hafez.............................................. 1
1.1 Introduction............................................. 1
1.2 Overview................................................. 2
1.3 Technical Contributions.................................. 3
1.4 Concluding Remarks...................................... 17
REFERENCES................................................... 18
2 The Effect of Viscosity in Hypervelocity Impact Cratering
MacCormack................................................... 27
2.1 Abstract................................................ 27
2.2 Introduction............................................ 27
2.3 The Numerical Method 28
2.4 Numerical Calculations 37
2.5 Concluding Remarks...................................... 40
REFERENCES................................................... 42
3 The MacCormack Method - Historical Perspective
Hung, Dciwert. Inouyc...................................... 45
3.1 Introduction............................................ 45
3.2 Evolution of t.hc MacCormack Method..................... 46
3.3 Applications............................................ 50
3.4 Closing Remarks......................................... 57
REFERENCES................................................... 58
4 General Framework for Achieving Textbook Multigrid
Efficiency: One-Dimensional Euler Example
Thomas, Diskin, Brandt South................................. 61
Abstract....................................................... 61
Introduction................................................... 61
General Framework.............................................. 63
Quasi-One-Dimensional Equations................................ 65
Relaxation Schemes ............................................ 66
Distributed Relaxation......................................... 68
Computational Results.......................................... 71
Transonic Flows ............................................... 74
Concluding Remarks............................................. 75
REFERENCES..................................................... 76
Appendices..................................................... 77
I - Conservative Fluxes....................................... 77
II - Distribution Matrices.................................... 78
III - Transonic Shock — ENO Differencing 79
5 Numerical Solutions of Cauchy-Riemann Equations for
Two and Three Dimensional Flows
Hajez Houseman............................................... 81
5.1 Introduction............................................... 82
5.2 Governing Equations and Boundary Conditions................ 83
5.3 Numerical Methods.......................................... 84
5.4 Numerical Results ......................................... 85
5.5 Concluding Remarks......................................... 86
5.6 Appendix: Multigrid Convergence Results.................... 86
REFERENCES..................................................... 86
6 Efficient High-order Schemes on Non-uniform Meshes
for Multi-Dimensional Compressible Flows
Lent, Cor re and Hanss ..................................... 89
6.1 Introduction............................................... 89
6.2 Euler solver on a regular Cartesian iriesli................ 90
6.3 Euler solver on an irregular Cartesian mesh................ 93
6.4 Navier-Stokes solver....................................... 98
6.5 Numerical experiments......................................100
6.6 Conclusion ................................................105
REFERENCES.....................................................105
7 Future directions for computing compressible flows: higher-
order centering vs multidimensional upwinding
Napolitano et al...............................................113
7.1 Introduction.............................................113
7.2 High-order centred numerical method .....................113
7.3 Fluctuation splitting method.............................116
7.4 Results and Discussion...................................118
7.5 Conclusions..............................................124
7.6 Acknowledgements.........................................125
REFERENCES........................................ .........125
8 Extension of Efficient Low Dissipation High Order Schemes
for 3-D Curvilinear Moving Grids
Vinokur Yee................................................129
8.1 Introduction.............................................130
8.2 Formulation of Equations.................................134
8.3 Numerical Methods........................................143
8.4 Concluding Remarks.......................................155
Acknowledgment...............................................156
Appendix A: The Commutativity of a Class of Numerical Mixed
Partial Derivatives......................................156
Appendix B: Riemann Solver for Non-equilibrium Flow .........160
REFERENCES...................................................163
9 Fourth Order Methods for the Stokes and Navier-Stokes
Equations on Staggered Grids
Gustafsson Nilsson.........................................165
9.1 Introduction.............................................165
9.2 The Steady Stokes Equations and Staggered Grids..........167
9.3 A Fourth Order Method for the Stokes Equations...........171
9.4 A Fourth Order Method for the Navier-Stokes Equations .... 175
REFERENCES...................................................178
10 Scalable Parallel Implicit Multigrid Solution of Unsteady
Incompressible Flows
Pankajakshan et al...........................................181
10.1 Abstract................................................181
10.2 Introduction............................................182
10.3 Basic Unsteady Flow Solver..............................182
10.4 Scalable Parallel Implicit Algorithm....................185
10.5 Parallel Performance Estimates and Scalability..........188
10.6 Demonstration: Rudder-Induced Maneuvering Simulation . . . 193
10.7 Acknowledgements........................................195
REFERENCES...................................................195
11 Application of Vorticity Confinement to the Prediction of
the Flow over Complex Bodies
Steinhoff....................................................197
11.1 Introduction............................................198
11.2 Conventional Eulerian Methods...........................199
11.3 Vorticity Confinement...................................200
11.4 Current Results.........................................206
11.5 Conclusion .............................................218
REFERENCES...................................................214
12 Lattice Boltzmann Simulation of Incompressible Flows
Satofuka Ishikura..........................................227
12.1 Introduction............................................227
12.2 Lattice Boltzmann Method for Two-dimension .............228
12.3 Two-dimensional Homogeneous Isotropic Turbulence........231
12.4 Two-dimensional Channel with Sudden Expansion...........233
12.5 Lattice Boltzmann Method for Three-dimension............235
12.6 Three-dimensional Homogeneous Isotropic Turbulence......236
12.7 Three-dimensional Duct Flow.............................237
12.8 Parallelization.........................................239
12.9 Conclusion .............................................240
REFERENCES...................................................240
13 Numerical Simulation of MHD Effects on Hypersonic Flow
of a Weakly Ionized Gas in an Inlet
Agnrwal Deb................................................213
13.1 Abstract................................................243
13.2 Nomenclature...........................................24 I
13.3 Introduction............................................246
13.1 Governing Equations of Eleetro-Magnet.ohydrodynamics .... 247
13.5 Governing Equations in Weak Conservation Law Form.......249
13.6 Governing Equations in Generalized Coordinates..........252
13.7 Numerical Method........................................254
13.8 Significant Parameters..................................259
13.9 Numerical Simulation of Supersonic Flow in an Inlet.....260
13.10Conclusions.............................................263
13.11 Acknowledgements.......................................263
REFERENCES...................................................263
14 Progress in Computational Magneto-Aerodynamics
Shang, Canupp Gaitonde.....................................273
14.1 Introduction............................................273
14.2 Governing Equations.....................................275
14.3 Numerical Procedures...................................277
14.4 Rankine-Hugoniot Jump Condition........................282
14.5 Ideal MHD Shock Tube Simulation........................285
14.6 Hypersonic MHD Blunt Body Simulation...................289
14.7 Concluding Remarks.....................................293
14.8 Acknowledgments........................................294
14.9 References.................................. .........294
15 Development of 3D DRAGON Grid Method for Complex
Geometry
Liou Zheng................................................299
15.1 Introduction...........................................299
15.2 DRAGON Grid............................................301
15.3 Three-Dimensional DRAGON Grid Generation...........303
15.4 Flow Solver............................................308
15.5 Test Cases.............................................309
15.6 Concluding Remarks.....................................312
Acknowledgments.............................................313
REFERENCES..................................................314
16 Application of Multi-Block, Patched Grid Topologies to
Navier-Stokes Predictions of the Aerodynamics of Army
Shells
Sturek Harolds en.........................................319
16.1 Introduction...........................................319
16.2 Missile Configurations.................................320
16.3 Boundary/Initial Conditions............................322
16.4 Performance/Convergence Criteria.......................323
16.5 Results................................................323
16.6 Concluding Remarks.....................................324
16.7 Acknowledgements.......................................324
REFERENCES..................................................324
17 On Aerodynamic Prediction by Solution of the Reynolds-
Averaged Navier-Stokes Equations
Hall........................................................333
17.1 Introduction...........................................333
17.2 The RANS Scheme and the Menter Turbulence Model.......336
17.3 RANS Results for the Menter Turbulence Model...........338
17.4 A modification to the Menter turbulence model..........341
17.5 Concluding Remarks.....................................345
REFERENCES..................................................346
XIV
CONTENTS
18 Advances in Algorithms for Computing Aerodynamic
Flows
Zingg, De Rango Pueyo...................................347
18.1 Introduction.........................................347
18.2 Newton-Krylov Algorithm..............................349
18.3 Higher-Order Spatial Discretization..................356
18.4 Concluding Remarks...................................366
Acknowledgements..........................................367
REFERENCES................................................367
19 Numerical Simulation of Hypersonic Boundary Layer
Stability and Receptivity
Zhong, Whang Ma.........................................381
19.1 Introduction.........................................381
19.2 Governing Equations and Numerical Methods............382
19.3 Results and Discussion...............................383
19.4 Concluding Remarks...................................395
REFERENCES................................................396
20 Time-Dependent Simulation of Incompressible Flow in a
Turbopump using Overset Grid Approach
Kiris Kwak..............................................399
20.1 Introduction.........................................399
20.2 Numerical Method.....................................400
20.3 Approach and Computational Models ...................402
20.4 Computed Results.....................................406
20.5 Summary..............................................413
20.6 Acknowledgements.....................................414
REFERENCES................................................414
21 Aspects of the Simulation of Vortex Flows over Delta Wings
Rizzi, Gortz LeMoigne...................................415
21.1 Introduction.........................................415
21.2 Computational Method ................................419
21.3 Test Cases and Grids.................................421
21.4 Stationary-Wing Computations and Results............426
21.5 Preliminary results for Pitching Delta...............434
21.6 Conclusions and Outlook .............................438
21.7 Acknowledgments......................................439
REFERENCES................................................439
22 Selected CFD Capabilities at DLR
Kordulla..................................................443
CONTENTS
XV
22.1 Introduction............................................443
22.2 CFD Developments........................................444
22.3 Recent Applications.....................................449
22.4 Where to go.............................................454
22.5 Acknowledgements........................................455
REFERENCES......................................:..........455
23 CFD Applications to Space Transportation Systems
Fujii........................................................459
23.1 Introduction............................................459
23.2 Numerical Method........................................460
23.3 Results and Discussion..................................460
23.4 Conclusions.............................................471
23.5 Acknowledgement,........................................472
REFERENCES...................................................472
24 Multipoint Optimal Design of Supersonic Wings Using
Evolutionary Algorithms
Obayashi, Takeguchi Sasaki.................................475
24.1 Introduction............................................475
24.2 Optimization Method ....................................176
24.3 Formulation of the Present, Optimization Problem .......477
24.4 Optimization of a Supersonic Transport Wing.............478
24.5 Conclusion .............................................480
REFERENCES...................................................481
25 Information Science - A New Frontier of CFD
Oshuna Oshima.............................................489
25.1 Out of Deterministic Systems Into Complex Systems.......189
25.2 Computers vs Human Brain ...............................490
25.3 Information Science. ...................................491
26 Integration of CFD into Aerodynamics Education
Murrnan Rizzi.............................................493
26.1 Introduction............................................493
26.2 Changes from 1981 to 2000 ............................. 494
26.3 Educational Considerations and Questions................497
26.4 Findings from an Informal Survey .......................499
26.5 Examples of Integration.................................503
26.6 Summary.................................................505
26.7 Acknowledgements........................................506
REFERENCES..................................................506
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| spelling | Frontiers of computational fluid dynamics 2002 ed. by D. A. Caughey ... Computational fluid dynamics 2002 River Edge, NJ [u.a.] World Scientific 2002 xv, 506 p. ill. : 24 cm txt rdacontent n rdamedia nc rdacarrier Papers presented at a symposium held June 26-28, 2000, at Half Moon Bay, Calif., honoring Robert W. MacCormack for his contributions to the field of fluid dynamics. - Includes bibliographical references Datenverarbeitung Fluid dynamics Data processing Congresses Numerisches Verfahren (DE-588)4128130-5 gnd rswk-swf Strömungsmechanik (DE-588)4077970-1 gnd rswk-swf (DE-588)1071861417 Konferenzschrift 2000 Half Moon Bay Calif. gnd-content Strömungsmechanik (DE-588)4077970-1 s Numerisches Verfahren (DE-588)4128130-5 s DE-604 Caughey, David A. Sonstige oth KOBV Fremddatenuebernahme application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=009878554&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Frontiers of computational fluid dynamics 2002 Datenverarbeitung Fluid dynamics Data processing Congresses Numerisches Verfahren (DE-588)4128130-5 gnd Strömungsmechanik (DE-588)4077970-1 gnd |
| subject_GND | (DE-588)4128130-5 (DE-588)4077970-1 (DE-588)1071861417 |
| title | Frontiers of computational fluid dynamics 2002 |
| title_alt | Computational fluid dynamics 2002 |
| title_auth | Frontiers of computational fluid dynamics 2002 |
| title_exact_search | Frontiers of computational fluid dynamics 2002 |
| title_full | Frontiers of computational fluid dynamics 2002 ed. by D. A. Caughey ... |
| title_fullStr | Frontiers of computational fluid dynamics 2002 ed. by D. A. Caughey ... |
| title_full_unstemmed | Frontiers of computational fluid dynamics 2002 ed. by D. A. Caughey ... |
| title_short | Frontiers of computational fluid dynamics 2002 |
| title_sort | frontiers of computational fluid dynamics 2002 |
| topic | Datenverarbeitung Fluid dynamics Data processing Congresses Numerisches Verfahren (DE-588)4128130-5 gnd Strömungsmechanik (DE-588)4077970-1 gnd |
| topic_facet | Datenverarbeitung Fluid dynamics Data processing Congresses Numerisches Verfahren Strömungsmechanik Konferenzschrift 2000 Half Moon Bay Calif. |
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