A pot with a steel bottom 8.50 mm thick rests on a hot stove. The area of the bottom of the pot is 0.155 m2 . The water inside the pot is at 100 ∘C, and 0.370 kg are evaporated every 2.90 min .
Find the temperature of the lower surface of the pot, which is in contact with the stove.
Solution: From the question we have
A pot with a steel bottom 8.50 mm thick rests on a hot stove.
The area of the bottom of the pot is 0.155 m2
The water inside the pot is at 100 ∘C, and 0.370 kg are evaporated every 2.90 min
To Find: the temperature of the lower surface of the pot, which is in contact with the stove.
Q=mLv=(0.370)(2256x10^3)
=8.34720x10^5J H=Q/t
=8.34720x10^5/(174)
=4.797x10^3J/s H
=kA(Th-Tc)/L TH-Tc
=HL/kA
=((4.797x10^3)(8.5x10^-3))/(50.2)(0.155)
=5.24 degree C
TH=Tc+5.24=100+5.24=105.24 degree C
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