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.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
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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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