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Convective Heat Transfer

Convective Heat Transfer. Instructor: Dr. Arvind Pattamatta and Prof. Ajit K. Kolar, Department of Mechanical Engineering, IIT Madras. The field of convective heat transfer is a symbiosis between fluid dynamics and heat transfer. Therefore it deals with the complex nature of their interactions in different configurations. This course is designed to cover both the intermediate and advanced aspects of convective heat transfer. Topics covered in this course include Governing equations, Laminar external flow and heat transfer, Laminar internal flow and heat transfer, Natural convection heat transfer, and Turbulent convection. (from nptel.ac.in)

Lecture 20 - Integral Method for Flows with Pressure Gradient (von Karman-Pohlhausen Method)

Go to the Course Home or watch other lectures:

Lecture 01 - Introduction to Convective Heat Transfer, Part 1

Lecture 02 - Introduction to Convective Heat Transfer, Part 2

Lecture 03 - Continuity Equation

Lecture 04 - Momentum and Energy Equations

Lecture 05 - Energy Equation

Lecture 06 - Reynolds Transport Theorem

Lecture 07 - Entropy Generation and Stream Function Vorticity Formulation

Lecture 08 - Couette Flow, Part 1

Lecture 09 - Couette Flow, Part 2

Lecture 10 - Couette Flow, Part 3

Lecture 11 - Boundary Layer Approximation

Lecture 12 - Laminar External Flow past Flat Plate (Blasius Similarity Solution)

Lecture 13 - Numerical Solution to the Blasius Equation and Similarity Solution to Heat Transfer

Lecture 14 - Pohlhausen Similarity Solution and Flows including Pressure Gradient (Falkner-Skan)

Lecture 15 - Falkner-Skan Solutions for Heat Transfer

Lecture 16 - Similarity Solution for Flow and Heat Transfer with Transpiration at Walls

Lecture 17 - Thermal Boundary Layer in High Speed Flows

Lecture 18 - Approximate (Integral) Methods for Laminar External Flow and Heat Transfer

Lecture 19 - Integral Methods for Laminar External Thermal Boundary Layer over Isothermal Surface

Lecture 20 - Integral Method for Flows with Pressure Gradient (von Karman-Pohlhausen Method)

Lecture 21 - Integral Method with Pressure Gradient: Heat Transfer

Lecture 22 - Heat Transfer across a Circular Cylinder: Walz Approximation

Lecture 23 - Duhamel's Method for Varying Surface Temperature

Lecture 24 - Laminar External Heat Transfer with Non-uniform Surface Temperature

Lecture 25 - Laminar Internal Forced Convection - Fundamentals

Lecture 26 - Hydrodynamically and Thermally Fully Developed Internal Laminar Flows

Lecture 27 - Fully Developed Laminar Internal Flow and Heat Transfer

Lecture 28 - Shooting Method for Fully Developed Heat Transfer and Thermal Entry Length Problem

Lecture 29 - Thermal Entry Length Problem with Plug Velocity Profile: Graetz Problem

Lecture 30 - Extended Graetz Problem for Parabolic Velocity Profile

Lecture 31 - Extended Graetz Problem for Parabolic Velocity Profile (cont.)

Lecture 32 - Extended Graetz Problem with Wall Flux Boundary Condition

Lecture 33 - Approximate Method for Laminar Internal Flows

Lecture 34 - Integral Method for Thermal Entry Length Problem

Lecture 35 - Introduction to Natural Convection Heat Transfer

Lecture 36 - Similarity Solution in Natural Convection Vertical Isothermal Plate

Lecture 37 - Similarity Solution in Natural Convection Vertical Isothermal Plate (cont.)

Lecture 38 - Similarity Solution in Natural Convection Vertical Isoflux Plate

Lecture 39 - Approximate Method in Natural Convective Heat Transfer

Lecture 40 - Natural Convection in Other Configurations

Lecture 41 - Turbulent Convective Heat Transfer: RANS Equation

Lecture 42 - Turbulent Convective Heat Transfer: RANS Equation (cont.)

Lecture 43 - Analogies in Turbulent Convective Heat Transfer

Lecture 44 - Analogies in Turbulent Convective Heat Transfer (cont.)