Q) An apple has been put into a freezer at (-18°C) to be cooled. Initially, the apple is at a uniform temperature of 17°C. The convection heat transfer coefficient on its surface is 6 W/m2°C. Assuming the apple as a sphere having a diameter of 10-cm and taking its properties as p = 750 kg/m3, c, = 2850 J/kg-c, and k = 0.450 W/mC, determine; (a) the center temperature of the apple in 45 minutes, (b) the actual amount of heat transfer from the apple, and (c) the final equilibrium temperature of the apple.

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Chapter4: Numerical Analysis Of Heat Conduction
Section: Chapter Questions
Problem 4.46P
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1 %AT L.
Group (C).pdf →
University of Anbar
College of Engineering
Dept. Mech. Eng.
1 semester, 2020-2021
Third year
Heat Transfer Conduction
Dr. Hamdi E. Ahmed
Exam, Ch.4
Group (C)
Q) An apple has been put into a freezer at (-18°C) to be cooled. Initially,
the apple is at a uniform temperature of 17'C. The convection heat transfer
cocfficient on its surface is 6 W/m2.°C. Assuming the apple as a sphere
having a diameter of 10-cm and taking its properties as p = 750 kg/m3, c,
= 2850 J/kg*C, and k = 0.450 W/m*C, determine; (a) the center
temperature of the apple in 45 minutes, (b) the actual amount of heat
transfer from the apple, and (c) the final equilibrium temperature of the
apple.
Hint: consider the temperature is a function of location and time.
Good Luck
Page 1 of 1
Transcribed Image Text:1 %AT L. Group (C).pdf → University of Anbar College of Engineering Dept. Mech. Eng. 1 semester, 2020-2021 Third year Heat Transfer Conduction Dr. Hamdi E. Ahmed Exam, Ch.4 Group (C) Q) An apple has been put into a freezer at (-18°C) to be cooled. Initially, the apple is at a uniform temperature of 17'C. The convection heat transfer cocfficient on its surface is 6 W/m2.°C. Assuming the apple as a sphere having a diameter of 10-cm and taking its properties as p = 750 kg/m3, c, = 2850 J/kg*C, and k = 0.450 W/m*C, determine; (a) the center temperature of the apple in 45 minutes, (b) the actual amount of heat transfer from the apple, and (c) the final equilibrium temperature of the apple. Hint: consider the temperature is a function of location and time. Good Luck Page 1 of 1
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