In: Other
An incinarator with (0.5) inch steel walls in lined with (6)
inch of firebrick to protect the steel and has (3.5) inch of
magnesia insulation on the outside. When the gas temperature is
(1550)°F, the inside wall of the firebrick is at (1250) °F as
measured by an optical pyrometer.
Take thermal conductivities as below:
kfirebrick = 0.98 Btu/hr-ft°F , ksteel = 26
Btu/hr-ft°F, kmagnesia = 0.034 Btu/hr-ft°F.
Assume A = 1 ft2 Assume the outside surface of magnesia
is 120°F
(a) What is the total resistance?
RTotal = °F hr/Btu
(b) What is the rate of heat transfer?
Q/A = Btu/hr. ft2
(c) What is the temperature of the steel wall? (between fire brick
and steel)
T = °F
(d) How much insulation would be needed to raise the inside wall
temperature to 1400. °F ?
The heat transfer rate Q/A would be slightly reduced, but assume it
is unchanged.
x = in
from given data we can find the
overall resistance hence heat trasnfer
the insulation thickness required to rasie inside temperature is 3.96 inch (0.33 ft)
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