p4x10' Wm heat is produced in a radioactive material with a spherical shape with a diameter of R = 0.2 meters. The heat produced is released from the spherical surfece to the environment with a stable regime. Thus, the temperature on the surface is kept constant at Tsoc. The heat conduction coefficient of the object is given as k15Wimc The temperature of the spherical body changes only in the radial direction. temperature distribution in a spherical body It is defined as alobtain the temperature distribution T(r) bOetermine the boundary conditions. Find the maximum temperature T (max)
p4x10' Wm heat is produced in a radioactive material with a spherical shape with a diameter of R = 0.2 meters. The heat produced is released from the spherical surfece to the environment with a stable regime. Thus, the temperature on the surface is kept constant at Tsoc. The heat conduction coefficient of the object is given as k15Wimc The temperature of the spherical body changes only in the radial direction. temperature distribution in a spherical body It is defined as alobtain the temperature distribution T(r) bOetermine the boundary conditions. Find the maximum temperature T (max)
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:qo =4x10' W/m³ heat is produced in a radioactive material with a spherical
shape with a diameter of R = 0.2 meters. The heat produced is released from the
spherical surface to the environment with a stable regime. Thus, the temperature
on the surface is kept constant at T=800C. The heat conduction coefficient of the
object is given as k=15W/mC The temperature of the spherical body changes
only in the radial direction.
temperature distribution in a spherical body
90
+
=0
It is defined as
r2 dr
a)obtain the temperature distribution T (r)
b)Determine the boundary conditions. Find the maximum temperature T (max)
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