## Transport Phenomena, Volume 1 has been revised to include deeper and more extensive coverage of heat transfer, enlarged discussion of dimensional analysis, a new chapter on flow of polymers, systematic discussions of convective momentum,and energy. Topics also include mass transport, momentum transport and energy transport, which are presented at three different scales: molecular, microscopic and macroscopic. If this is your first look at Transport Phenomena you'll quickly learn that its balanced introduction to the subject of transport phenomena is the foundation of its long-standing success.Transport Phenomena |

### Contents

2 | 2 |

62 | 11 |

Problems | 61 |

2 3 | 106 |

One Independent Variable | 114 |

33 Flow near a Corner | 131 |

43 Flow near a Corner | 139 |

Problems | 172 |

32 Mixing of Two Ideal | 460 |

Emission of the Sun | 496 |

52 Radiation and FreeConvection Heat | 504 |

Mass Transport | 513 |

Equations of Change | 582 |

42 Concentration Profile in a Tubular | 595 |

Questions for Discussion | 605 |

Concentration Distributions with | 612 |

41 Simultaneous Heat and Mass | 177 |

Polymeric Liquids | 231 |

Orifice | 240 |

Questions for Discussion | 258 |

Energy Transport | 265 |

Temperature and Pressure Dependence of Thermal | 272 |

Temperature Distributions | 290 |

Questions for Discussion | 319 |

The Equations of Change | 333 |

Questions for Discussion | 361 |

Temperature Distributions with More | 374 |

12 2O Steady Heat Conduction in Laminar | 381 |

12 4O Boundary Layer Theory for Nonisothermal | 387 |

591 | 392 |

Questions for Discussion | 394 |

Temperature Distributions | 407 |

Interphase Transport | 422 |

14 6O Heat Transfer Coefficients for Free and Mixed | 442 |

Problems | 450 |

14 Influence of Changing Interfacial Area | 621 |

Nonisothermal Mixtures | 671 |

22 5O Mass Transfer and Chemical Reactions | 694 |

22 7O Effects of Interfacial Forces on Heat and Mass | 699 |

Questions for Discussion | 721 |

13 The Macroscopic Balances and Diracs | 731 |

23 2O The Macroscopic Momentum and Angular | 738 |

23 6O Use of the Macroscopic Balances to Solve | 749 |

Other Mechanisms | 764 |

22 Pressure Diffusion and the Ultra | 772 |

24 5O Mass Transport across Selectively Permeable | 785 |

24 6O Mass Transport in Porous Media | 793 |

Problems | 799 |

Postface | 805 |

Appendix B Fluxes and the Equations | 843 |

A 2 | 865 |

Terms of | 872 |

885 | |

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### Common terms and phrases

Answer assumed average balance becomes boundary conditions calculated Chapter Chem chemical coefficient components concentration consider constant convection cylinder defined density dependence derived described determined developed diameter differential equation diffusion dimensionless direction discussed distribution edition effects energy energy balance equation Estimate Example experimental expression factor flow fluid force friction function gases given gives heat flux heat transfer integration laminar length limit liquid macroscopic mass means measured mechanical method molecular momentum motion moving obtained physical pipe plane plate pressure problem profiles properties quantities radiation radius reaction region relation result Show shown solid solution solved species sphere steady stream stress surface Table tank temperature theory thermal conductivity tion transport tube turbulent unit velocity viscosity volume wall York zero