About Mod-01 Lec-01 Introduction

Dimensional Analysis in Transport Processes to Reduce Variables via Reynolds and Nusselt Numbers Transport Processes in Fluids: Continuum Description and Molecular Averaging Scales Spherical Harmonic Solutions to the Steady Heat Conduction Equation in Spherical Coordinates Point Source Green's Function Method for Diffusion Equations Heat and Mass Conservation Equations in Cartesian Coordinates Heat Conduction in Cylindrical Coordinates Using Separation of Variables and Bessel Functions Dimensional Analysis and the Buckingham Pi Theorem for Transport Processes Momentum Balance and Hagen-Poiseuille Flow in Cylindrical Coordinates High Peclet Number Heat Transport Past a Flat Plate in Convection-Diffusion Flows One-Dimensional Heat Diffusion in Cartesian Coordinates Between Two Flat Plates Source Terms in Unidirectional Transport Equations for Heat, Mass, and Momentum Separation of Variables and Spherical Bessel Functions in Heat Conduction Diffusion Mechanisms and Coefficients in Gases: Kinetic Theory and Mean Free Path Pressure Driven Plane Poiseuille Flow in Cartesian Coordinates With Viscous Heating Mass and Energy Conservation Equations in Curvilinear Coordinates Diffusion Equation in Spherical Coordinates via Separation of Variables for Effective Conductivity Womersley Number Perturbation Analysis for Oscillatory Pipe Flow Unidirectional Transport in Cylindrical Coordinates via Similarity Solutions for Line Sources Mechanisms of Diffusion and Momentum Transfer in Gases and Liquids Momentum Source in Unidirectional Flows Using Cartesian Coordinates for Navier-Stokes Analysis Dimensional Analysis and Physical Interpretation of Transport Diffusivities in Fluid Mechanics Similarity Solutions for Unidirectional Diffusion in Cartesian Coordinates Similarity Solutions for Convection-Diffusion Mass Transfer: Error Function Profiles and Sherwood Number Correlations Mass Conservation Equations in Unidirectional Cylindrical Coordinates for Transport Processes High Peclet Number Heat Transfer from a Gas Bubble Using Boundary Layer Theory Oscillatory Flow in Pipes: Low and High Reynolds Number Limit Analysis using Cylindrical Coordinates Mass and Energy Conservation in Cartesian Coordinates using Shell Balance Method Green’s Functions and the Method of Images for the Spherical Diffusion Equation Diffusion in Spherical Coordinates using Separation of Variables and Legendre Polynomials Convection-Diffusion Balance and Constitutive Flux Laws in Fluid Transport Multipole Expansions of Diffusion Equation in Spherical Coordinates for Heat Conduction Analysis Unsteady Heat Diffusion in Finite Channels Using Separation of Variables and Cartesian Coordinates Convection-Diffusion Heat Transfer from a Sphere at High Peclet Number in Fluid Flow Oscillatory Flows in Unidirectional Transport Process