The figure shows data for a portion of the ducting in a ventilation system operating at steady state. The ducts are well insulated and the pressure is very nearly 1 atm throughout. The volumetric flow rate entering at state 2 is AV2 = 4000 ft/min. Assume the ideal gas model for air with c, = 0.24 Btu/lb-°R and ignore kinetic and potential energy effects.

Elements Of Electromagnetics
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The figure shows data for a portion of the ducting in a ventilation system operating at steady state. The ducts are well insulated and
the pressure is very nearly 1 atm throughout. The volumetric flow rate entering at state 2 is AV2 = 4000 ft?/min. Assume the ideal gas
model for air with c, = 0.24 Btu/lb-°R and ignore kinetic and potential energy effects.
(AV): = 5000 ft/min Air, cy = 0.24 Btu/lb*R
T = 80°F
p=1 atm
3 V3 = 400 fumin
T3 = ?
-Insulation
(AV)2
T2 = 40°F
n'imin
%3D
Determine the temperature of the air at the exit, in °F, and the rate of entropy production within the ducts, in Btu/min-°R.
Transcribed Image Text:The figure shows data for a portion of the ducting in a ventilation system operating at steady state. The ducts are well insulated and the pressure is very nearly 1 atm throughout. The volumetric flow rate entering at state 2 is AV2 = 4000 ft?/min. Assume the ideal gas model for air with c, = 0.24 Btu/lb-°R and ignore kinetic and potential energy effects. (AV): = 5000 ft/min Air, cy = 0.24 Btu/lb*R T = 80°F p=1 atm 3 V3 = 400 fumin T3 = ? -Insulation (AV)2 T2 = 40°F n'imin %3D Determine the temperature of the air at the exit, in °F, and the rate of entropy production within the ducts, in Btu/min-°R.
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