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Convective heat transfer : mathematical and computational modelling of viscous fluids and porous media / Ioan Pop, Derek B. Ingham.
LIBRA QC327 .P66 2001
Available from offsite location
- Format:
- Book
- Author/Creator:
- Pop, Ioan I.
- Language:
- English
- Subjects (All):
- Heat--Convection.
- Heat.
- Physical Description:
- xviii, 652 pages : illustrations ; 25 cm
- Edition:
- First edition.
- Place of Publication:
- Amsterdam ; New York : Pergamon, 2001.
- Contents:
- I Convective flows: viscous fluids 1
- 1 Free convection boundary-layer flow over a vertical flat plate 7
- 1.2 Basic equations 8
- 1.3 Similarity solutions for an impermeable flat plate with a variable wall temperature 12
- 1.3.1 m [similar] 0 14
- 1.3.2 m [double greater-than sign] 1 14
- 1.3.3 m < 0 15
- 1.4 Similarity solutions for an impermeable flat plate with a variable surface heat flux 18
- 1.5 Flat plate with a variable wall temperature in a stratified environment 22
- 1.6 Flat plate with a sinusoidal wall temperature 30
- 1.7 Free convection boundary-layer flow over a vertical permeable flat plate 36
- 2 Mixed convection boundary-layer flow along a vertical flat plate 45
- 2.2 Basic equations 45
- 2.2.1 Flat plate with a constant wall temperature 47
- 2.2.2 Flat plate with a constant surface heat flux 50
- 2.3 Behaviour near separation in mixed convection 55
- 2.4 Mixed convection along a flat plate with a constant wall temperature in parabolic coordinates 59
- 2.5 Effect of Prandtl number on the mixed convection boundary-layer flow along a vertical plate with a constant wall temperature 64
- 2.6 Mixed convection boundary-layer flow along a vertical flat plate with a variable heat flux for a large range of values of the Prandtl number 69
- 2.6.1 Large values of Pr ([double greater-than sign] 1) 71
- 2.6.2 Small values of Pr ([double less-than sign] 1) 74
- 2.7 Three-dimensional mixed convection boundary-layer flow near a plane of symmetry 78
- 3 Free and mixed convection boundary-layer flow past inclined and horizontal plates 87
- 3.2 Basic equations 88
- 3.3 Free convection over an isothermal flat plate at small inclinations 89
- 3.3.1 Small values of x ([double less-than sign] 1) 90
- 3.3.2 Large values of x ([double greater-than sign] 1) when [Lambda] > 0 92
- 3.4 Free convection boundary-layer flow above an isothermal flat plate of arbitrary inclination 96
- 3.5 Mixed convection boundary-layer flow from a horizontal flat plate 101
- 3.5.1 Flat plate with a variable surface temperature 102
- 3.5.2 Flat plate with constant surface temperature or constant surface heat flux 105
- 3.5.3 Variable free stream velocity and variable wall temperature or variable wall heat flux 108
- 3.6 Mixed convection boundary-layer flow along an inclined permeable plate with variable wall temperature 111
- 4 Double-diffusive convection 117
- 4.2 Double-diffusive free convection boundary-layer flow over a vertical flat plate in the case of opposing buoyancy forces 119
- 4.3 Free convection boundary-layer flow driven by catalytic surface reactions 133
- 4.3.1 Two-dimensional stagnation point 136
- 4.3.2 Vertical flat plate 139
- 4.3.3 Three-dimensional stagnation point 142
- 5 Convective flow in buoyant plumes and jets 151
- 5.2 Free convection in a wall plume 151
- 5.2.1 Outer region 153
- 5.2.2 Inner region 153
- 5.3 Inclined wall plumes 159
- 5.4 Free convection far downstream of a heated source on a solid wall 164
- 5.4.1 Inclined, downward-facing adiabatic wall 164
- 5.4.2 Vertical adiabatic wall 167
- 5.5 Laminar plane buoyant jets 170
- 5.5.1 Free jet 173
- 5.5.2 Wall jet 175
- 6 Conjugate heat transfer over vertical and horizontal flat plates 179
- 6.2 Conjugate free convection over a finite vertical flat plate 181
- 6.2.1 Boundary-layer approximation 182
- 6.2.2 Full governing equations 189
- 6.3 Conjugate mixed convection boundary-layer flow over a vertical flat plate 199
- 6.3.1 Small values of x ([double less-than sign] 1) 200
- 6.3.2 Large values of x ([double greater-than sign] 1) 201
- 6.3.3 Numerical solution 203
- 6.4 Conjugate free convection boundary-layer flow past a horizontal flat plate 206
- 7 Free and mixed convection from cylinders 209
- 7.2 Free convection from horizontal cylinders 209
- 7.2.1 Constant wall temperature 210
- 7.2.2 Constant wall heat flux 215
- 7.3 Conjugate free convection from a horizontal circular cylinder 223
- 7.3.1 Pr [double greater-than sign] 1 225
- 7.3.2 Pr [double less-than sign] 1 226
- 7.4 Mixed convection boundary-layer flow from a horizontal cylinder 230
- 7.5 Mixed convection boundary-layer flow along a heated longitudinal horizontal cylinder 239
- 7.6 Mixed convection boundary-layer flow along a vertical circular cylinder 244
- 8 Free and mixed convection boundary-layer flow over moving surfaces 253
- 8.2 Free convection boundary-layer flow from a moving vertical sheet 254
- 8.3 Free convection boundary-layer flow from a horizontal moving sheet 261
- 8.4 Free convection boundary-layer flow from a moving vertical cylinder 267
- 8.5 Free convection boundary-layer flow due to a continuously moving vertical flat plate 271
- 8.5.1 [lambda] > 0 272
- 8.5.2 [lambda] > 0 273
- 8.6 Mixed convection boundary-layer flow from a moving horizontal flat plate 276
- 9 Unsteady free and mixed convection 283
- 9.2 Basic equations 283
- 9.3 Transient free convection boundary-layer flow over a suddenly heated vertical plate 287
- 9.3.1 m > 1 289
- 9.3.2 m < 1 290
- 9.4 Transient free convection boundary-layer flow over a suddenly cooled vertical plate 295
- 9.4.1 [tau] [double less-than sign] 1 296
- 9.4.2 [tau] [double greater-than sign] 1 297
- 9.5 Transient free convection boundary-layer flow over a vertical flat plate at small and large Prandtl numbers 299
- 9.5.1 Pr [double less-than sign] 1 300
- 9.5.2 Pr [double greater-than sign] 1 304
- 9.6 Transient free convection boundary-layer flow over a vertical plate subjected to a sudden change in surface temperature 306
- 9.7 Transient free convection from a horizontal circular cylinder 310
- 9.8 Transient mixed convection boundary-layer flow from a horizontal circular cylinder 320
- 9.9 Unsteady free convection boundary-layer flow past a sphere 327
- 10 Free and mixed convection boundary-layer flow of non-Newtonian fluids 333
- 10.2 Free convection boundary-layer flow of power-law fluids over a vertical flat plate 335
- 10.3 Free convection boundary-layer flow of non-Newtonian power-law fluids over a vertical wavy surface 341
- 10.4 Free convection boundary-layer wall plume in non-Newtonian power-law fluids 346
- 10.5 Mixed convection boundary-layer flow from a horizontal circular cylinder and a sphere in non-Newtonian power-law fluids 351
- 10.6 Free convection boundary-layer flow of a micropolar fluid over a vertical flat plate 356
- 10.6.1 n [not equal] 1/2 365
- 10.6.2 n = 1/2 367
- 10.7 Gravity-driven laminar film flow for non-Newtonian power-law fluids along a vertical wall 368
- 10.7.1 Boundary-layer region 369
- 10.7.2 Fully developed flow region 370
- 10.7.3 Fully viscous flow region 370
- II Convective flows: porous media 375
- 11 Free and mixed convection boundary-layer flow over vertical surfaces in porous media 381
- 11.2 Basic equations 382
- 11.3 Similarity solutions of the boundary-layer equations for surfaces with a variable wall temperature 385
- 11.3.1 Impermeable surface 385
- 11.3.2 Permeable surface 391
- 11.4 Similarity solutions of the boundary-layer equations for surfaces with variable wall heat flux 393
- 11.4.1 Impermeable surface 393
- 11.4.2 Permeable surface 395
- 11.5 Combined heat and mass transfer by free convection over a vertical surface 397
- 11.6 Free convection boundary-layer flow over reacting surfaces 401
- 11.6.1 Vertical flat plate 402
- 11.6.2 Stagnation point 405
- 11.7 Free convection boundary-layer flow over a vertical surface in a layered porous medium 409
- 11.8 Free convection boundary-layer flow over a vertical surface in a porous medium using a thermal non-equilibrium model 415
- 11.9 Mixed convection boundary-layer flow along a vertical surface 422
- 11.9.1 Constant wall temperature 423
- 11.9.2 Constant wall heat flux 426
- 12 Free and mixed convection past horizontal and inclined surfaces in porous media 431
- 12.2 Basic equations 432
- 12.3 Free convection boundary-layer flow above a horizontal surface 434
- 12.4 Mixed convection past a horizontal flat plate 446
- 12.4.1 Finite flat plate 446
- 12.4.2 Semi-infinite flat plate 451
- 12.5 Free convection boundary-layer flow past an inclined surface 453
- 12.6 Mixed convection boundary-layer flow along an inclined permeable surface 456
- 13 Conjugate free and mixed convection over vertical surfaces in porous media 461
- 13.2 Conjugate free convection boundary-layer flow over a vertical surface 462
- 13.2.1 Small values of x ([double less-than sign] 1) 463
- 13.2.2 Large values of x ([double greater-than sign] 1) 464
- 13.2.3 Numerical solution 466
- 13.3 Free convection boundary-layer flow over a vertical surface with Newtonian heating 468
- 13.3.1 Small values of x ([double less-than sign] 1) 469
- 13.3.2 Large values of x ([double greater-than sign] 1) 469
- 13.3.3 Numerical solution 470
- 13.4 Conjugate free convection boundary-layer flow due to two porous media separated by a vertical wall 473
- 13.4.1 c [right arrow] 0 with k[superscript (1)] = O(1) 476
- 13.4.2 c [right arrow] 0 with k[superscript (1)]/c[superscript 2] = O(1) 478
- 13.5 Conjugate mixed convection boundary-layer flow along a vertical surface 483
- 13.5.1 Small values of x ([double less-than sign] 1) 484
- 13.5.2 Large values of x ([double greater-than sign] 1) 486
- 13.5.3 Numerical solution 487
- 14 Free and mixed convection from cylinders and spheres in porous media 491
- 14.2 Free convection from a horizontal circular cylinder 492
- 14.3 Free convection boundary-layer flow over a vertical cylinder 504
- 14.3.1 m > 1 506
- 14.3.2 m < 1 507
- 14.4 Mixed convection boundary-layer flow along a vertical cylinder 509
- 14.4.1 Small values of x ([double less-than sign] 1) 511
- 14.5 Horizontal boundary-layer flow past a partially heated vertical cylinder 514
- 14.5.1 Small values of z ([double less-than sign] 1) 517
- 14.5.2 Large values of z ([double greater-than sign] 1) 518
- 14.5.3 Large values of z ([double greater-than sign] 1) on [theta] = 0[degree] 519
- 14.6 Free convection past a heated sphere 524
- 14.6.1 Large values of Ra ([double greater-than sign] 1) 525
- 14.6.2 Small values of Ra ([double less-than sign] 1) 528
- 15 Unsteady free and mixed convection in porous media 533
- 15.2 Transient free convection boundary-layer flow from a vertical flat plate suddenly heated 534
- 15.2.1 Variable wall temperature 542
- 15.2.2 Variable wall heat flux 547
- 15.3 Transient free convection boundary-layer flow over a vertical plate subjected to a sudden change in the heat flux 551
- 15.4 Transient mixed convection boundary-layer flow from a vertical flat plate suddenly heated or suddenly cooled 555
- 15.4.1 Initial unsteady solution at [xi] = 0 556
- 15.4.2 Small time solution ([tau] [double less-than sign] 1) 556
- 15.5 Transient free convection boundary-layer flow from a horizontal circular cylinder 560
- 15.6 Transient mixed convection from a horizontal circular cylinder 566
- 15.6.1 Aiding flow 569
- 15.6.2 Opposing flow 570
- 15.7 Transient free convection from a sphere 574
- 16 Non-Darcy free and mixed convection boundary-layer flow in porous media 585
- 16.2 Similarity solutions for free convection boundary-layer flow over a non-isothermal body of arbitrary shape in a porous medium using the Darcy-Forchheimer model 586
- 16.3 Non-Darcy mixed convection boundary-layer flow along a vertical flat plate in a porous medium 592
- 16.4 Transient non-Darcy free, forced and mixed convection boundary-layer flow over a vertical surface in a porous medium 597
- 16.5 Non-Darcy free convection boundary-layer flow past a horizontal surface in a porous medium 605
- 16.5.1 0 [less than or equal] m < 0.5 607
- 16.5.2 m = 0.5 609
- 16.5.3 0.5 < m [less than or equal] 2 610
- 16.6 Effects of heat dispersion on mixed convection boundary-layer flow past a horizontal surface 612
- 16.7 Free convection boundary-layer flow from a point heat source embedded in a porous medium filled with a non-Newtonian power-law fluid 617.
- Notes:
- Includes bibliographical references (pages [623]-646) and index.
- ISBN:
- 0080438784
- OCLC:
- 45799418
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