Transport Phenomena iitk
This PDF book covers the following topics related to Transport Phenomena : Review of basic mathematical tools, Kinematics- Continuum hypothesis, Reference frames, General property balance equations- Continuity, Conservation of linear momentum, application to angular momentum, energy conservation equation, and equation of change for species, dimensional analysis, Momentum transport in laminar flow, Rayleigh Problem or Stoke’s First Problem, Unsteady-state flow in a tube, Flow in a permeable tube or bundles of hollow fiber, Heat and Mass transfer in laminar flow, Gratz-Nusselt Problem, Mass transfer in laminar flow, Steady-state diffusion through a stagnant gas film , Introduction to potential flow, laminar momentum boundary layers, Blasius flow over a flat plate, drag Thermal and concentration boundary layer theories, Basics of turbulence modelling, Convective mass transfer examples, Reduction of BL diffusion equation to heat conduction, CFD-based transport modelling of a CVD reactor.
Author(s): Indian Institute of Technology Kanpur
139 Pages 
Notes on Transport Phenomena by Clarkson
The topics explained in this notes are as follows : Introduction to Vectors and Tensors, Continuity Equation, Kinematics of Fluid Motion, Navier-Stokes Equation, Procedure for Setting up Problems, Boundary Conditions, Example Problems in Fluid Flow, Mathematical Techniques: Solution of Partial Differential Equations, Scaling of Navier-Stokes Equation, Reynolds Number, Boundary Layer Theory, Introduction to Energy Transport, Graetz Problem and Lévêque Approximation, Thermal Boundary Layer, Buoyant Convection and Surface Tension Driven Flow, Introduction to Mass Transport, Simple Example Problems in Mass Transport, Film and Penetration Models.
Author(s): R Shankar Subramanian, Clarkson University
184 Pages
Transport Phenomena in Materials Engineering
This note deals with solid-state diffusion, homogeneous and heterogeneous chemical reactions, and spinodal decomposition. Topics covered include: heat conduction in solids, convective and radiative heat transfer boundary conditions; fluid dynamics, 1-D solutions to the Navier-Stokes equations, boundary layer theory, turbulent flow, and coupling with heat conduction and diffusion in fluids to calculate heat and mass transfer coefficients.
Author(s): Prof. Adam Powell
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