Superheated steam at an average temperature 20°C is transported through a steel pipe ( k = 50 W/m .K, D 0 =8 .0 cm, D i =6 .0 cm, and L=20 .0 m) . The pipe is insulated with a 4-cm-thick layer of gypsum plaster (k = 0.5 WnrK). The insulated pipe is placed horizontally inside a warehouse where the average air temperature is 10°C. The steam and the air heat transfer coefficients are estimated to be 800 and 200 W/m 2 K, respectively. Calculate (a) the daily rate of heat transfer from the superheated steam, and (b) the teniperature on the outside surface of the gypsum plaster insulation.
Superheated steam at an average temperature 20°C is transported through a steel pipe ( k = 50 W/m .K, D 0 =8 .0 cm, D i =6 .0 cm, and L=20 .0 m) . The pipe is insulated with a 4-cm-thick layer of gypsum plaster (k = 0.5 WnrK). The insulated pipe is placed horizontally inside a warehouse where the average air temperature is 10°C. The steam and the air heat transfer coefficients are estimated to be 800 and 200 W/m 2 K, respectively. Calculate (a) the daily rate of heat transfer from the superheated steam, and (b) the teniperature on the outside surface of the gypsum plaster insulation.
Solution Summary: The author explains the rate of heat loss from the steam and the net heat transfer from it.
Superheated steam at an average temperature 20°C is transported through a steel pipe
(
k
=
50
W/m
.K, D
0
=8
.0 cm, D
i
=6
.0 cm, and L=20
.0 m)
. The pipe is insulated with a 4-cm-thick layer of gypsum plaster (k = 0.5 WnrK). The insulated pipe is placed horizontally inside a warehouse where the average air temperature is 10°C. The steam and the air heat transfer coefficients are estimated to be 800 and 200 W/m2 K, respectively. Calculate (a) the daily rate of heat transfer from the superheated steam, and (b) the teniperature on the outside surface of the gypsum plaster insulation.
Q6/ A helical square section spring is set inside another, the outer spring having a free
length of 35 mm greater than the inner spring. The dimensions of each spring are as
follows:
Mean diameter (mm)
Side of square section (mm)
Active turns
Outer
Inner
Spring
Spring
120
70
8
7
20
15
Determine the (1) Maximum deflection of the two springs and (2) Equivalent spring
rate of the two springs after sufficient load has been applied to deflect the outer
spring 60 mm. Use G = 83 GN/m².
Q2/ The bumper springs of a railway carriage are to be made of rectangular section wire.
The ratio of the longer side of the wire to its shorter side is 1.5, and the ratio of mean
diameter of spring to the longer side of wire is nearly equal to 6. Three such springs
are required to bring to rest a carriage weighing 25 kN moving with a velocity of
75 m/min with a maximum deflection of 200 mm. Determine the sides of the
rectangular section of the wire and the mean diameter of coils when the shorter side is
parallel to the axis of the spring. The allowable shear stress is not to exceed 300 MPa
and G = 84 kN/mm².
Q6/ A belical
11.
A load of 2 kN is dropped axially on a close coiled helical spring, from a height of 250 mm. The spring
has 20 effective turns, and it is made of 25 mm diameter wire. The spring index is 8. Find the maximum
shear stress induced in the spring and the amount of compression produced. The modulus of rigidity
for the material of the spring wire is 84 kN/mm².
[Ans. 287 MPa; 290 mm]
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