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Convective Heat and Mass Transfer of Mech III yr-II Sem

Mass Trasfer of Connective Heat for Mechanical Engineers Video Course By Prof. A.W. Date (IIT Bombay)
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Students Enrolled: 4 Total Lecturs: 42
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What will I learn from this course?

  • Thorough in Heat and Mass Transfer

Requirements

  • Engineering Mathematics - Heat Transfer - Fluid Mechanics.

Who is the target audience?

  • All Streams of B.tech and B.E Students

Course Curriculum

Total: 42 lectures

  • 32m 39s

    Lec 1: Convective Heat and Mass Transfer

  • 32m 2s

    Lec 2: Flow Classifications

  • 39m 58s

    Lec 3: Laws of Conservation

  • 29m 16s

    Lec 4: Scalar Transport Equations

  • 50m 44s

    Lec 5: Laminar Boundary Layers

  • 40m 1s

    Lec 6: Similarity Method

  • 36m 40s

    Lec 7: Similarity Solution to Velocity BL

  • 38m 7s

    Lec 8: Similarity Soltion to Temp BL-1

  • 36m 58s

    Lec 9: : Similarity Soltion to Temp BL-2

  • 26m 13s

    Lec 10: Integral Equations of BL

  • 48m 9s

    Lec 11: Integral Solution to Laminar Vel BL

  • 44m s

    Lec 12: Integral Solution to Laminar Temp BL

  • 28m 37s

    Lec 13: Superposition Theory and Application

  • 44m 17s

    Lec 14: Laminar Internal Flows

  • 30m 43s

    Lec 15: Fully -Developed Laminar Flows-1

  • 35m 15s

    Lec 16: Fully -Developed Laminar Flows-2

  • 48m 52s

    Lec 17: Fully-Developed Laminar Flow Heat transfer-1

  • 49m 20s

    Lec 18: Fully-Developed Laminar Flow Heat transfer-2

  • 34m 18s

    Lec 19: Laminar Developing Heat Transfer

  • 26m 4s

    Lec 20: Super Position Technique

  • 47m 5s

    Lec 21: Nature of Turbulent Flows

  • 46m 49s

    Lec 22 A: Sustaining Mechanism of Turbulence-1

  • 32m 50s

    Lec 22 B: Sustaining Mechanism of Turbulence-1

  • 50m 37s

    Lec 24: Near-Wall Turbulent Flows-1

  • 31m 7s

    Lec 25: Near-Wall Turbulent Flows-2

  • 41m 11s

    Lec 26: Turbulence Models-1

  • 42m 32s

    Lec 27: Turbulence Models-2

  • 48m 41s

    Lec 28: Turbulence Models-3

  • 51m 59s

    Lec 29: Prediction of Turbulent Flows

  • 41m 17s

    Lec 30: Prediction of Turbulent Heat Transfer

  • 48m 53s

    Lec 31: Convective Mass Transfer

  • 45m 48s

    Lec 32: Stefan Flow Model

  • 32m 38s

    Lec 33: Cauetee Flow Model

  • 44m 38s

    Lec 34: Reynolds Flow Model

  • 32m 7s

    Lec 35: Boundary Layer Flow Model

  • 28m 1s

    Lec 36: Evaluation of g and N Omega

  • 43m 8s

    Lec 37: Diffusion Mass Transfer Problems

  • 39m 17s

    Lec 38: Conv-MT Couette Flow Model

  • 45m 43s

    Lec 39: Conv M T Reynolds Flow Model-1

  • 43m 51s

    Lec 40: Conv M T Reynolds Flow Model-2

  • 51m 55s

    Lec 41: Natural Convection BLs

  • 49m 1s

    Lec 42: Diffusion Jet Flames

Description

Thermal energy is transferred from one region to another.Heat transport is the same phenomena like mass transfer, momentum transfer and electrical conduction. Similar rate equations, where flux is proportional to a potential difference.The mechanism: energy is transported between parts of continuum by the transfer of kinetic energy between particles or groups of particles at the atomic level.
Purely thermal conduction: in solid opaque bodies (opaque: not permeable for radiation) the thermal conduction is the significant heat transfer mechanism because the material doesn’t flow and there is no radiation,

 

 

About Tutor

  • Tutor: Prof. A.W. Date (IIT Bombay)
  • Tests Packages: 0
  • Students: 4
4.4

Prof. Date is Emeritus Fellow & Rahul Bajaj Chair Professor at Department of Mechanical Engineering, IIT Bombay. He has been with IITB since 1973. He recently has been awarded with the IITB-Lifetime Achievement Award-2012, in recognition of his outstanding contributions as a teacher, researcher and administrator. 

Professor Date's academic interests are in the fields of Heat and Mass Transfer with and without Phase Change, Computational Fluid Dynamics, Appropriate Technology and Technology-Development Issues. His teaching and research experience has resulted in two excellent textbooks titled Introduction to Computational Fluid Dynamics and Analytic Combustion.     

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