An air-cooled IC engine can be approximated as a cube of size 0.2 m x 0.2 m x 0.2 m and made of cast iron with ak = 60 W/mK, as shown in Fig. Q4. Four sides of the cube are used to reject heat to the atmosphere. To improve the heat transfer, 10 straight triangular fins are attached to each side. The fins have a thickness of 10 mm and a length of 20 mm and run horizontally along each size. You may ignore the top and bottom surfaces. The ambient air temperature is 30 °C and the heat transfer coefficient is h = 68 W/m2K. The temperature of the engine walls (at the base of the fins) is measured to be 230 °C. 0.2 m 0.02 m 0.01 m Fig. Q4: An approximate cube-shaped IC engine. a) Calculate the rate of heat loss by convection from the four sides of the engine to the ambient air if there were no fins present. b) Using the data in the formula sheet determine the efficiency of a single straight triangular fin c) Calculate the heat transfer rate for a single fin using the efficiency from part b. d) Calculate the total heat loss from all four sides of the engine in finned configuration.
An air-cooled IC engine can be approximated as a cube of size 0.2 m x 0.2 m x 0.2 m and made of cast iron with ak = 60 W/mK, as shown in Fig. Q4. Four sides of the cube are used to reject heat to the atmosphere. To improve the heat transfer, 10 straight triangular fins are attached to each side. The fins have a thickness of 10 mm and a length of 20 mm and run horizontally along each size. You may ignore the top and bottom surfaces. The ambient air temperature is 30 °C and the heat transfer coefficient is h = 68 W/m2K. The temperature of the engine walls (at the base of the fins) is measured to be 230 °C. 0.2 m 0.02 m 0.01 m Fig. Q4: An approximate cube-shaped IC engine. a) Calculate the rate of heat loss by convection from the four sides of the engine to the ambient air if there were no fins present. b) Using the data in the formula sheet determine the efficiency of a single straight triangular fin c) Calculate the heat transfer rate for a single fin using the efficiency from part b. d) Calculate the total heat loss from all four sides of the engine in finned configuration.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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![QUESTION FOUR
An air-cooled IC engine can be approximated as a cube of size 0.2 m x 0.2 m x 0.2 m
and made of cast iron with ak = 60 W/mK, as shown in Fig. Q4. Four sides of the
cube are used to reject heat to the atmosphere. To improve the heat transfer, 10
straight triangular fins are attached to each side. The fins have a thickness of 10 mm
and a length of 20 mm and run horizontally along each size. You may ignore the top
and bottom surfaces. The ambient air temperature is 30 °C and the heat transfer
coefficient is h = 68 W/m2K. The temperature of the engine walls (at the base of the
fins) is measured to be 230 °C.
0.2 m
0.02 m
0.01 m
Fig. Q4: An approximate cube-shaped IC engine.
a) Calculate the rate of heat loss by convection from the four sides of the engine to
the ambient air if there were no fins present.
b) Using the data in the formula sheet determine the efficiency of a single straight
triangular fin
c) Calculate the heat transfer rate for a single fin using the efficiency from part b.
d) Calculate the total heat loss from all four sides of the engine in finned configuration.
||](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F024dfde6-de77-4d6f-b26c-ba8013673043%2F205cd615-3b58-4a29-b915-19f9efc03601%2Fp8gc51_processed.jpeg&w=3840&q=75)
Transcribed Image Text:QUESTION FOUR
An air-cooled IC engine can be approximated as a cube of size 0.2 m x 0.2 m x 0.2 m
and made of cast iron with ak = 60 W/mK, as shown in Fig. Q4. Four sides of the
cube are used to reject heat to the atmosphere. To improve the heat transfer, 10
straight triangular fins are attached to each side. The fins have a thickness of 10 mm
and a length of 20 mm and run horizontally along each size. You may ignore the top
and bottom surfaces. The ambient air temperature is 30 °C and the heat transfer
coefficient is h = 68 W/m2K. The temperature of the engine walls (at the base of the
fins) is measured to be 230 °C.
0.2 m
0.02 m
0.01 m
Fig. Q4: An approximate cube-shaped IC engine.
a) Calculate the rate of heat loss by convection from the four sides of the engine to
the ambient air if there were no fins present.
b) Using the data in the formula sheet determine the efficiency of a single straight
triangular fin
c) Calculate the heat transfer rate for a single fin using the efficiency from part b.
d) Calculate the total heat loss from all four sides of the engine in finned configuration.
||
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