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Heat Transfer : An Action due to Thermal Inequilibrium

Heat Transfer : An Action due to Thermal Inequilibrium. P M V Subbarao Professor Mechanical Engineering Department. A Natural Happening …. A Wake-up Call to Earth. A Natural Engineering Process for the Existence, Growth and Performance.

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Heat Transfer : An Action due to Thermal Inequilibrium

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  1. Heat Transfer : An Action due to Thermal Inequilibrium P M V Subbarao Professor Mechanical Engineering Department A Natural Happening …..

  2. A Wake-up Call to Earth

  3. A Natural Engineering Process for the Existence, Growth and Performance. A True Design Reason behind Existence of Natural Systems….. A Strong Design Modification for the Performance of Artificial Systems….

  4. African Elephant Indian Elephant A True Design Reason behind Geometry of Natural Systems….. Mammoths

  5. An Evolution to Perfection of Heat Transfer is Sustainable

  6. A Reason behind Survival of Electonics

  7. What is Heat Transfer? • Thermal energy is related to the temperature of matter. • For a given material and mass, the higher the temperature, the greater its thermal energy. • Heat transfer is a study of the exchange of thermal energy through a body or between bodies which occurs when there is a temperature difference. • When system and its surroundings are at different temperatures, thermal energy transfers from the one with higher temperature to the one with lower temperature. • Thermal Energy always travels from hot to cold. • This spontaneous act is called Heat Action or Heat Transfer.

  8. Heat Transfer Between System & Surroundings • Heat transfer is typically given the symbol Q, and is expressed in joules (J) in SI units. • The rate of heat transfer is measured in watts (W), equal to joules per second, and is denoted by Q. • The heat flux, or the rate of heat transfer per unit area, is measured in watts per area (W/m2), and uses q" for the symbol.

  9. Heat Transfer in Manufacturing • The need/role of heat transfer is a two fold issue. • Heat Transfer by design. • Casting • Hot working • Sintering • Heat Transfer due to unavoidable conditions. • Machining process.

  10. What Causes Heat Transfer in Machining? • First, almost all (90%-100%) of the work consumed in a machining operation finally convert into the thermal energy. • There are several sources of thermal energy in cutting with a sharp tool: • Viscous dissipation transformed into heat if the cut material are viscoplastic. • Work done by friction converted to heat. • Ambient heat source sometimes need be considered if thermal deformation is concerned. • In non-traditional machining, other types of heat sources exist

  11. Modes of Heat & Mass Transfer • Conduction or Diffusion • Radiation • Convection

  12. Conduction Heat Transfer • Conduction is a significant mode of transfer when system and surroundings consist of solids or static fluids. • Two mechanisms explain how heat is transferred by conduction: lattice vibration and particle collision. • Conduction through solids occurs by a combination of the two mechanisms; heat is conducted through stationery fluids primarily by molecular collisions.

  13. Conduction by lattice vibration or Particle Collisions

  14. Fourier law of heat conduction A Constitutive Relation • The rate of heat transfer through the wall increases when: • The temperatures difference between the left and right surfaces increase, • The wall surface area increases, • The wall thickness reduces, • The wall is changed from brick to aluminum. • If we measure temperatures of the wall from left to right and plot the temperature variation with the wall thickness, we get: This is called as Fourier Law of Conduction

  15. Circumstances Leading to Heat Conduction

  16. Circumstances Leading to Heat Conduction in Machinging

  17. Thermal Image of Laptop Casing

  18. Graphite Covering

  19. Thermal Image of Laptop Casing with Graphite cover

  20. Statement of Fourier’s Law The (mod of) heat flux, q’’, (the flow of heat per unit area and per unit time), at a point in a medium is directly proportional to the temperature gradient at the point. Temperature gradient across the slab of thickness Dx: T The heat flux across the slab x

  21. Local Heat flux in a slab: Global heat transfer rate:

  22. Mathematical Description • Temperature is a scalar quantity. • Heat flux is defined with direction and Magnitude : A Vector. • Mathematically it is possible to have: Using the principles of vector calculus:

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