Figure 9.14 shows a heat exchanger in which each of two DN 150 Schedule 40 pipes carries 450 L/min of water. The pipes are inside a rectangular duct whose inside dimen- sions are 200 mm by 400 mm, Compute the velocity of flow in the pipes. Then, compute the required volume flow rate of water in the duct to obtain the same average velocity.
Figure 9.14 shows a heat exchanger in which each of two DN 150 Schedule 40 pipes carries 450 L/min of water. The pipes are inside a rectangular duct whose inside dimen- sions are 200 mm by 400 mm, Compute the velocity of flow in the pipes. Then, compute the required volume flow rate of water in the duct to obtain the same average velocity.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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can you please find solution for the question 9.20?

Transcribed Image Text:S ing Eg (94)compute the ratio of the average velocity
to the maximum velocity of flow for the flow of a liquid
through a concrete pipe with an inside diameter of 8.00 in
with Revnolds numbers of 400o, 10, 10', and 10.
16 Using Eq (9-3), compute several points on the velocity
profile for the flow of 400 gal/min of water at 50 F in a
dean, 4-in Schedule 40 steel pipe. Make a plot simi-
ratio of the volume flow rate in the shell to that in the tube
if the average velocity of flow is to be the same in each.
9.20 Figure 9.14 shows a heat exchanger in which each of two
DN 150 Schedule 40 pipes carries 450 L/min of water. The
pipes are inside a rectangular duct whose inside dimen-
sions are 200 mm by 400 mm, Compute the velocity of
flow in the pipes. Then, compute the required volume
flow rate of water in the duct to obtain the same average
velocity.
ribel
the po
rabe de
t of the
the a
new
lar to Fig 9.7 with a fairly large scale.
17 Repest Problem 9.16 for the same conditions, except
that the inside of the pipe is roughened by age so that
50 x 10. Plot the results on the same graph as
9.21 Figure 9.15 shows the cross section of a shell-and-tube
heat exchanger. Compute the volume flow rate required
in each small pipe and in the shell to obtain an average
velocity of flow of 25 ft/s in all parts.
e
that used for the results of Problem 9.16,
I8 For both situations described in Problems 9.16 and 9,17,
compute the pressure drop that would occur over a dis-
tance of 250 ft of horizontal pipe.
Noncircular Cross Sections-Reynolds
Number
9.22 Air with a specific weight of 12.5 N/m' and a dynamic
viscosity of 2.0 x 10 Pars flows through the shaded
portion of the duct shown in Fig. 9.16 at the rate of
150 m/h. Calculate the Reynolds number of the flow.
Noncircular Sections-Average Velocity
9.19 A shell-and-tube heat exchanger is made of two standard
steel tubes, as shown in Fig. 9.13. The outer tube has an
OD of 7/8 in and the OD for the inner tube is in. Each
tube has a wall thickness of 0.049 in. Calculate the required
DN 150 Schedule 40 pipes
FIGURE 9.14 Problems 9.20, 9.26, and 9.39.
200 mm
400 mm
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