rate of (15000) W/m³. The conductivity of the sphere is 10 W/m.K. Surface of the sphere is cooled by cooling water whose temperature and convection heat transfer coefficient are 10°C and 125 W/m².K. Determine the temperatures at the center and surface of the sphere. Find the total heat transfer rate from the surface of the sphere. T=10 °C h=125 W/m2.K r=50 cm egen=(15000)W/m³ Tx=10 °C h=125 W/m2.K
rate of (15000) W/m³. The conductivity of the sphere is 10 W/m.K. Surface of the sphere is cooled by cooling water whose temperature and convection heat transfer coefficient are 10°C and 125 W/m².K. Determine the temperatures at the center and surface of the sphere. Find the total heat transfer rate from the surface of the sphere. T=10 °C h=125 W/m2.K r=50 cm egen=(15000)W/m³ Tx=10 °C h=125 W/m2.K
Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
8th Edition
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Author:Kreith, Frank; Manglik, Raj M.
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Chapter2: Steady Heat Conduction
Section: Chapter Questions
Problem 2.55P: 2.55 A long, 1-cm-diameter electric copper cable is embedded in the center of a 25-cm-square...
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![3. (30 pnts) Consider a solid sphere of radius r=50 cm. The heat is generated steadily inside the sphere at a
rate of (15000) W/m³. The conductivity of the sphere is 10 W/m.K. Surface of the sphere is cooled by
cooling water whose temperature and convection heat transfer coefficient are 10°C and 125 W/m².K.
Determine the temperatures at the center and surface of the sphere. Find the total heat transfer rate from the
surface of the sphere.
T«=10 °C
h=125 W/m².K
r=50 cm
Egen=(15000)W/m³
To=10 °C
h=125 W/m².K](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F33805d49-50cb-4353-b2c2-246edde03742%2Faa5ed611-6585-4a43-8f82-25f84c5d20de%2F1o87cvi_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3. (30 pnts) Consider a solid sphere of radius r=50 cm. The heat is generated steadily inside the sphere at a
rate of (15000) W/m³. The conductivity of the sphere is 10 W/m.K. Surface of the sphere is cooled by
cooling water whose temperature and convection heat transfer coefficient are 10°C and 125 W/m².K.
Determine the temperatures at the center and surface of the sphere. Find the total heat transfer rate from the
surface of the sphere.
T«=10 °C
h=125 W/m².K
r=50 cm
Egen=(15000)W/m³
To=10 °C
h=125 W/m².K
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