Unformatted text preview: fluid ( T ∞ ). DERIVATION METHODOLOGY: 1. Starting with the conservation of energy equation given below, cancel the appropriate terms using the appropriate assumptions. 2. Integrate the energy equation twice and apply the appropriate boundary conditions to evaluate integration constants. One of the boundary conditions to be used is that the surface temperature is T s . 3. Relate the surface temperature to the freestream temperature within the fluid by performing a surface energy balance. ANSWERS: ´ µ ¶ ´ · ¸ ¹ º ̇ ±²³ »¼ ´ º ¶ ´ · ¸ ̇ ±²³ ( ¹ º »¼ ¸ ¹ º ½ ¾¿ ) CONSERVATION OF ENERGY EQUATION: Rectangular Coordinate System: Cylindrical Coordinate System: Spherical Coordinate System:...
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 Spring '14
 ScottK.Thomas
 Thermodynamics, Heat, Heat Transfer, Wright State University, Department of Mechanical and Materials Engineering, freestream temperature

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