The temperature profile at a particular location on a surface is prescribed by the identity(t s t) / (t s t infinity) = (1/2) (y/0.0075) 3 + (3/2) (y/0.0075)

Question

The temperature profile at a particular location on a surface is prescribed by the identity(t s   t) / (t s   t infinity) = (1/2) (y/0.0075) 3 + (3/2) (y/0.0075)

TuteeHUB · Accepted Answer

6 W/m<sup>2 </sup>K

TuteeHUB · Answer

nIf thermal conductivity of air is stated to be 0.03 W/m K, determine the value of convective heat transfer coefficient

TuteeHUB · Answer

4 W/m2 K

TuteeHUB · Answer

5 W/m2 K

TuteeHUB · Answer

6 W/m2 K

TuteeHUB · Answer

7 W/m2 K

1.	The temperature profile at a particular location on a surface is prescribed by the identity(t s t) / (t s t infinity) = (1/2) (y/0.0075) 3 + (3/2) (y/0.0075)
A.	nIf thermal conductivity of air is stated to be 0.03 W/m K, determine the value of convective heat transfer coefficient
B.	4 W/m<sup>2 </sup>K
C.	5 W/m<sup>2 </sup>K
D.	6 W/m<sup>2 </sup>K
E.	7 W/m<sup>2 </sup>K
Answer» D. 6 W/m<sup>2 </sup>K

The temperature profile at a particular location on a surface is prescribed by the identity(t s t) / (t s t infinity) = (1/2) (y/0.0075) 3 + (3/2) (y/0.0075)

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