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Ferziger J.H., Peric M. — Computational Methods for Fluid Dynamics
Ferziger J.H., Peric M. — Computational Methods for Fluid Dynamics

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Название: Computational Methods for Fluid Dynamics

Авторы: Ferziger J.H., Peric M.

Аннотация:

In its third revised and extended edition the book offers an overview of the techniques used to solve problems in fluid mechanics on computers and describes in detail those most often used in practice. Included are advanced techniques in computational fluid dynamics, like direct and large-eddy simulation of turbulence, multigrid methods, parallel computing, moving grids, structured, block-structured and unstructured boundary-fitted grids, free surface flows. The new edition contains a new section dealing with grid quality and an extended description of discretization methods. The book also contains a great deal of practical advice for code developers and users, it is designed to be equally useful to beginners and experts. All computer codes can be accessed from the publisher's server ftp.springer.de on the internet.


Язык: en

Рубрика: Математика/Численные методы/Моделирование физических процессов/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 3 edition

Год издания: 2002

Количество страниц: 423

Добавлена в каталог: 21.02.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Adams — Bashforth methods      139
Adams — Moulton methods      139
Additive decomposition      107
Algebraic multigrid methods      349
Aliasing      61
Back substitution      93—96
Backscatter      282
Block-structured grids      241
Boundary conditions at inlet      82 255
Boundary conditions at outlet      206 255 273
Boundary conditions at symmetry planes      82 205 258 274
Boundary conditions at wall      82 204 256 273
Boundary conditions, Dirichlet      40 53 204 259 318
Boundary conditions, DNS      272
Boundary conditions, dynamic      382 388
Boundary conditions, kinematic      381 388
Boundary conditions, Neumann      41 53 134 206 318
Boussinesq approximation      9 11 15 288 372
Buoyancy      372
C-type grid      27 223 242
Capillary convection      382
Cell-vertex scheme      72
Centrifugal force      224 253
Chimera grid      219 355
Clipping      282
Coherent structures      265 268
Combustion, non-premixed      401
Combustion, premixed      401
Communication, global      359 362 363 367
Communication, local      362 366
Computational molecule      55 65 78 79 102 228 234
Condition number      109
Conjugate heat transfer      371
Contravariant components      7 8
Control mass      3 375 380
Control volume equation      3
Convection, forced      372
Convection, natural      372
Convergence errors      208
Coriolis force      224 253
Courant number      144 146 328
Covariant components      7 8
Crank — Nicolson method      149 163 179
Damkohler number      402
Deferred correction      79 87 191 234 314 322
Diagonally dominant matrix      129 130 191
Differencing scheme, backward      41 43 48
Differencing scheme, central      41 43 44 48 50 65 68 77 84 85 105 143 190 259 270 314 322
Differencing scheme, forward      41 43 48
Differencing scheme, hybrid      67 81
Differencing scheme, upwind      45 65 68 76 84 85 88 146 191 314
Discretization errors      34 58 59 69 97 126 209 210 262 302 350 353
Dual-grid scheme      72
Dual-mesh approach      246
DuFort — Prankel method      147
Eddy turnover time      272
Eddy viscosity      279 282 295 296 301 304
Effective wavenumber      62 270
Efficiency, load balancing      365
Efficiency, numerical      365 366
Efficiency, parallel      365—367
Eigenvalues      98 99 109 112 125 144
Eigenvectors      98 112 125 145
Einstein convention      5
ENO-schemes      327
Enthalpy      10
Equation of state      310
Euler equations      13 309 319 349
Explicit Euler method      136 137 179 376
False diffusion      45 66 76 87
Fick’s law      9
Filter kernel      278
Flux-corrected transport      326
Forward elimination      93—95
Fourier series      60 61 270
Fourier’s law      9
Froude number      11 280
Full approximation scheme      115
Full multigrid method      115 345 350
Fully-implicit schemes      379
Gauss theorem      4 6 233 235 239 346
Gauss — Seidel method      100 107 112 115 116 129 357
Generic conservation equation      10 39 71 227 230
Grid refinement      334
Grid velocity      374—377
Grid, non-orthogonality      342
Grid, warp      343
Grid-independent solution      32
H-type grid      27 223
Hanging nodes      242
Implicit Euler method      136 137 185 375—377
Inflow conditions, DNS      272 273
Integral scale      267
Iteration errors      34 97—100 112 124 127 128 131 355
Iteration matrix      98 101 124 243 360
Iterations, inner      117 118 126 173 189 228 361 365
Iterations, outer      117 118 121 126 173 189 228 345 350 363 365 372 373 391
Jacobi method      100 112 116
Jacobian      120
Kolmogoroff scale      268
Kronecker symbol      6
Lagrange multiplier      203
Laplace equation      14
Lax equivalence theorem      32
Leapfrog method      136 147
Leibniz rule      374
Level-set methods      387
Linear upwind scheme      81
Local grid refinement      88 223 384
Mach number      2 12 314
Marangoni number      382
Marker-and-cell method      383
Maxwell equations      370
Midpoint rule      74 78 136 141 189 231 238
Mixed model      281
Modeling errors      34
Newtonian fluid      5
Non-matching interface      223 242 245
Non-Newtonian fluid      369
Numerical grid, block-structured      27 58 353
Numerical grid, Chimera      28
Numerical grid, composite      28 58
Numerical grid, structured      26 40
Numerical grid, unstructured      29 58 107 111 353
Numerical methods for DNS      269
O-type grid      27 223 242
One-point closure      266
Order of accuracy      31 35 44 52 59 74 79 138 237 240 271 334 376
Packet methods      400
Pade schemes      45 80
Peclet number      64 67 68 86 145 148
Picard iteration      121 190
PISO algorithm      176 178 195
Positive definite matrix      108
Prandtl number      10 215 372
Pre-conditioning matrix      97 109 110
Projection methods      175
Prolongation      113—115 346
Rayleigh number      214 372
Reconstruction polynomial      327
Residual      97 104 110 112 113 126 128 132 345 351
Restriction      112 114 115 345
Reynolds, averaging      293
Reynolds, number      11 259 268
Reynolds, stresses      293 294 300 304 305
Reynolds, transport theorem      3
Richardson extrapolation      59 86 138 209 215 261 346 350 352
Richardson number      280
Scale similarity model      281 283
Schmidt number      10
Shape functions      36 37 45 74 75 229 232 245
Shear velocity      280 298
SIMPLE algorithm      176 177 195 201 206 213 247
SIMPLEC algorithm      176—178 195
SIMPLER algorithm      177 178
Simpson’s rule      74 79 80 141 210
Skew upwind schemes      81
Space conservation law      376 378 379 388
Spectral radius      99 112 124
Speed-up factor      364
Splitting methods      106
Steepest descents methods      108 109
Stirring      265
Stokes equations      14
Stratified flow      287
Streamfunction      181
Strouhal number      11 262
Subgrid scale, models      279
Subgrid scale, Reynolds stress      278 279 281
Successive over-relaxation (SOR)      100 112
Tau-error      353
Thomas algorithm (TDMA)      95
Total variation diminishing      327
Trapezoid Rule      74 105 137
Truncation error      31 43 48 51 58 59 69 76—78 334
Tteration errors      98
Turbulence models      266
Turbulence spectrum      270 271
Turbulent diffusion      265
Turbulent flux      293 294
Turbulent kinetic energy      294 295
Turbulent Prandtl number      295
TVD-schemes      327
Two-equation models      301
Two-point closure      267
Under-relaxation      117—119 149 177 202 213 251 297 349
Viscous wall units      280
Volume-of-fluid method      384
von Karman constant      298
von Neumann      32 144 150
Vorticity      181
Wall functions      283 298
Wall shear stress      280 298
Zero-equation models      295
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