Convective Heat and Mass Transfer

Convective Heat and Mass Transfer, Third Edition serves as the basis for a semester-level graduate course dealing with the theory and practice of convection heat and mass transfer. It examines mass transfer in a systematic way, alongside heat transfer, by taking advantage of the similarity between convective transport of heat and mass. The new edition has been updated with numerous new solved examples and homework problems across all chapters, as well as up-to-date coverage of flow and heat transfer in microsystems, turbulence, and diffusive transport of microparticles. It introduces classical derivations while maintaining a balance between mathematical rigor and applications-oriented methods. It also includes an in-depth discussion of diffusive and convective transport of microparticles and nanofluids and provides more detail on flow past blunt bodies. This book is intended for graduate mechanical and chemical engineering students taking a Convective Heat and Mass Transfer or Advanced Heat Transfer course. Instructors will have access to a Solutions Manual and Figure Slides to support their course delivery.

S. Mostafa Ghiaasiaan is a professor in the George W. Woodruff School of Mechanical Engineering at the Georgia Institute of Technology, USA. After earning a PhD in thermal science from the University of California, Los Angeles in 1983, he worked in the aerospace industry for eight years, conducting research and development activity on modeling and simulation of transport processes, multiphase -ow, and thermal-hydraulic aspects of nuclear power. He joined the faculty at the Georgia Institute of Technology in 1991. Prof. Ghiaasiaan has written more than 240 publications on transport phenomena, multiphase -ow, cryogenics and the science and technology of cryocoolers. He is a fellow of the American Society of Mechanical Engineers and a registered professional mechanical engineer in California, and a member of American Nuclear Society and Cryogenics Society of America. He is also the author of another widely-used graduate textbook on two-phase flow, boiling and condensation.

1. Thermophysical and transport fundamentals. 2. Boundary Layers. 3. External laminar flow: Similarity solutions for forced laminar boundary layers. 4. Internal laminar flow. 5. Integral methods. 6. Fundamentals of turbulence and external turbulent flow. 7. Turbulent and transitional internal flow. 8. Effect of transpiration on friction, heat, and mass transfer. 9. Analogy among momentum, heat, and mass transfer. 10. Natural Convection. 11. Mixed Convection. 12. Turbulence Models. 13. Flow and heat transfer in miniature flow passages. 14. Diffusion and convective transport of particles. Appendix A. Constitutive relations in polar cylindrical and spherical coordinates. Appendix B. Mass continuity and Newtonian incompressible -uid equations of motion in polar cylindrical and spherical coordinates. Appendix C. Energy conservation equations in polar cylindrical and spherical coordinates for incompressible -uids with constant thermal conductivity. Appendix D. Mass species conservation equations in polar cylindrical and spherical coordinates for incompressible -uids. Appendix E. Thermodynamic properties of saturated water and steam. Appendix F. Transport properties of saturated water and steam. Appendix G. Properties of selected ideal gases at 1 atm. Appendix H. Binary diffusion coefficients of selected gases in air at 1 atmosphere. Appendix I. Henry's constant (in bars) for dilute aqueous solutions of selected substances at moderate pressures. Appendix J. Diffusion coefficients of selected substances in water at infinite dilution at 25°C. Appendix K. Lennard-Jones potential 6-12 model constants for selected molecules. Appendix L. Collision integrals for the Lennard-Jones 6-12 potential model. Appendix M. Some RANS-type turbulence models. Appendix N. Physical constants. Appendix O. Unit conversions. Appendix P. Summary of important dimensionless numbers. Appendix Q. Summary of some useful heat transfer and friction factor correlations.