Steam at its saturation temperature of 65°C is condensing on the
outside
of a tube with outside diameter 2.5cm and length 3m. The tube
is
maintained at 35°C by flow of cooling water through it. Calculate
the
average heat transfer coefficient over the tube length and the rate
of
condensate flow at the bottom of the tube. Physical properties can
be
found in data tables.
Find the heat transfer coefficients for the vertical and horizontal tubes using both the Nusselt equation and the McAdams equation.
Steam
T1 = 65°C
Tf = 35°C
d = 2.5 cm
L = 3 m
From Perry handbook physical properties are calculated at average temperature = (65+35) /2 = 50°C
Kf = 0.6436 W/mK
= 0.0831 kg/m3
= 10×10-6 Pas
= 2346.304 KJ/kg
For horizontal tubes
h = 35.3466 W/m2K
For vertical condenser
h = 13.890 W/m2K
= 0.6436/(13.890) = 0.04633
Subsituting we get
= 0.22464
For vertical condenser
m = 0.22464(3) = 0.67392 kg/s
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