Turbulent flow computation - Info and Reading Options

"Turbulent flow computation" Table Of Contents:

• 1- Machine generated contents note: Preface vii
• 2- Contributing Authors xi
• 3- 1
• 4- Under-Resolution and Diagnostics in Spectral Simulations of Complex- 1
• 5- Geometry Flows
• 6- Robert M. Kirby and George Em Karniadakis
• 7- 1 Introduction 1
• 8- 2 Spectral Methods on Unstructured Grids 6
• 9- 3 Nonlinearities and Dealiasing 15
• 10- 4 Under-Resolution and Diagnostics 21
• 11- 5 Discussion 36
• 12- 2
• 13- High Resolution Methods for Computing Turbulent Flows 43
• 14- William J. Rider and Dimitris Drikakis
• 15- 1 Motivation 43
• 16- 2 Multimaterial Mixing 44
• 17- 3 Numerical Methods as LES Models 49
• 18- 4 Theoretical Basis 54
• 19- 5 Modified Equations for Limiters 56
• 20- 6 Towards an Implicit Turbulence Model 62
• 21- 7 Numerical Experiments: Burgers' Equation 66
• 22- 8 Closing Remarks 71
• 23- 3
• 24- Preserving symmetry in convection-diffusion schemes 75
• 25- R. WC.P Verstappen and A.E.P Veldman
• 26- 1 Introduction 75
• 27- 2 Symmetry-preserving discretization 82
• 28- 3 A test-case: turbulent channel flow 93
• 29- 4 Conclusions 98
• 30- 4
• 31- Analysis and control of errors in the numerical simulation of turbulence 101
• 32- Sandip Ghosal
• 33- 1 Introduction 101
• 34- 2 Sources of Errors & Their Nature 102
• 35- 3 Spectral Analysis of Errors 114
• 36- 5
• 37- Designing Adaptive Low-Dissipative High Order Schemes for Long-time 141
• 38- Integrations
• 39- H. C. Yee, B. Sjdgreen
• 40- 1 Introduction 142
• 41- 2 Conditioning of the Governing Equations 143
• 42- 3 Discrete Analogue of the Continuum 153
• 43- 4 Adaptive Numerical Dissipation Control 157
• 44- 5 High Order Filter Finite Difference Methods 160
• 45- 6 Numerical Examples 175
• 46- 7 Concluding Remarks 189
• 47- 6
• 48- Building Blocks for Reliable Complex Nonlinear Numerical Simulations 199
• 49- H. C. Yee
• 50- 1 Introduction 199
• 51- 2 Sources of Nonlinearities and Knowledge Gained from Nonlinear
• 52- Model Problems 202
• 53- 3 Minimization of Spurious Steady State via Bifurcation Theory 204
• 54- 4 Source Term Treatments in Reacting Flows 207
• 55- 5 Adaptive Numerical Methods 208
• 56- 6 Spurious Numerics Relevant to Turbulent Flow Computations 209
• 57- 7
• 58- Alpha-modeling strategy for LES of turbulent mixing 237
• 59- Bernard J. Geurts and Darryl D. Holm
• 60- 1 Introduction 237
• 61- 2 Large-eddy simulation and a-modeling 243
• 62- 3 Numerical simulations of a turbulent mixing layer 257
• 63- 4 LES-a of a mixing layer 262
• 64- 5 Concluding remarks 273
• 65- 8
• 66- Forward-in-Time Differencing for Fluids: Simulation of geophysical turbulence 279
• 67- Piotr K. Smolarkiewicz and Joseph. M. Prusa
• 68- 1 Introduction 279
• 69- 2 NFT methods for fluids 285
• 70- 3 Accuracy of NFT methods 289
• 71- 4 VLES of global geophysical turbulence - an example 296
• 72- 5 Concluding remarks 306
• 73- 9
• 74- Direct Numerical Simulations of Multiphase Flows 313
• 75- G. Tryggvason, A. Ferndndez, A. Esmaeeli and B. Bunner
• 76- 1 Introduction 313
• 77- 2 Formulation and Numerical Method 316
• 78- 3 Results 321
• 79- 4 Conclusions 333
• 80- 10
• 81- Examples of Contemporary CFD Simulations 339
• 82- S. R. Chakravarthy, U. C. Goldberg and P. Batten
• 83- 1 Introduction 339
• 84- 2 Flow Examples 347
• 85- 3 Concluding remarks 365.

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