Consider the double-pane window of Problem 9.95, for which 1 m × 1 m panes are separated by a 25-mm gap of atmospheric air. The window panes are approximately isothermal and separate quiescent room air at T ∞ , i = 20 ° C from quiescent ambient air at T ∞ , o = − 20 ° C . (a) For glass panes of emissivity ε g = 0.90 , determine the temperature of each pane and the rate of heat transfer through the window. (b) Quantify the improvements in energy conservation that may be effected if the space between the panes is evacuated and/or a low emissivity coating ( ε c = 0.1 ) is applied to the surface of each pane adjoining the gap.
Consider the double-pane window of Problem 9.95, for which 1 m × 1 m panes are separated by a 25-mm gap of atmospheric air. The window panes are approximately isothermal and separate quiescent room air at T ∞ , i = 20 ° C from quiescent ambient air at T ∞ , o = − 20 ° C . (a) For glass panes of emissivity ε g = 0.90 , determine the temperature of each pane and the rate of heat transfer through the window. (b) Quantify the improvements in energy conservation that may be effected if the space between the panes is evacuated and/or a low emissivity coating ( ε c = 0.1 ) is applied to the surface of each pane adjoining the gap.
Solution Summary: The author calculates the temperature of each pane and the rate of heat transfer through the window.
Consider the double-pane window of Problem 9.95, for which
1
m
×
1
m
panes are separated by a 25-mm gap of atmospheric air. The window panes are approximately isothermal and separate quiescent room air at
T
∞
,
i
=
20
°
C
from quiescent ambient air at
T
∞
,
o
=
−
20
°
C
. (a) For glass panes of emissivity
ε
g
=
0.90
, determine the temperature of each pane and the rate of heat transfer through the window. (b) Quantify the improvements in energy conservation that may be effected if the space between the panes is evacuated and/or a low emissivity coating
(
ε
c
=
0.1
)
is applied to the surface of each pane adjoining the gap.
Two parallel rectangular surfaces 1m x 2m are opposite to each other at adistance of 4 m. The surfaces are black and at 100 °C and 200 °C, respectively.Calculate the heat exchange by radiation between the two surfaces.
A long electrical conductor of 10 mm diameter is concentric with a refrigerated cylindrical tube of 50 mm diameter whose surface has an emissivity of 0.9 and temperature of 27 °C. The electrical conductor has a surface emissivity of 0.6 and dissipates 6.0 W per meter length. Assuming that the space between the two surfaces is empty, calculate the surface temperature of the conductor.
This experiment is conducted to determine the emissivity of a certain material. A lone cylindrical
rod of diameter D1 = 0.01 m is coated with this new material and is placed in an
evacuated lone cylindrical enclosure of diameter D2 = 0.1 m
and emissivity E2 = 0.95, which is cooled externally and
maintained at a temperature of 200 K at all times. The rod is heated by passing electric current
through it. When steady Operating conditions are reached, it Is observed that the rod
Is dissipating electric power at a rate of 8 W per unit or its leneth and its surface temperature is 500 k, Based on
these measurements, determine the emissivity of the coatine on the rod
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