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Problems 257<br />

300 mm<br />

5.99 A siphon is used to draw water at 20°C from a large container<br />

as indicated in Fig. P5.99. Does changing the elevation, h, of the<br />

siphon centerline above the water level in the tank vary the flowrate<br />

through the siphon? Explain. What is the maximum allowable<br />

value of h?<br />

0.6 m<br />

25<br />

mm<br />

h<br />

h<br />

100 mm<br />

F I G U R E P5.95<br />

1 m<br />

0.75 m<br />

1.5 m<br />

1.0 m<br />

6 m<br />

3 m<br />

F I G U R E P5.99<br />

5.100 A water siphon having a constant inside diameter of 3 in. is<br />

arranged as shown in Fig. P5.100. If the friction loss between A and<br />

B is 0.8V 2 2, where V is the velocity of flow in the siphon, determine<br />

the flowrate involved.<br />

F I G U R E P5.96<br />

5.97 Water flows through a vertical pipe, as is indicated in<br />

Fig. P5.97. Is the flow up or down in the pipe? Explain.<br />

A<br />

4 ft<br />

4 ft<br />

12 ft<br />

H<br />

3 in.<br />

B<br />

F I G U R E P5.100<br />

Mercury<br />

F I G U R E P5.97<br />

h<br />

5.101 Water flows through a valve (see Fig.P5.101) at the rate of<br />

1000 lbm/s. The pressure just upstream of the valve is 90 psi and the<br />

pressure drop across the valve is 50 psi. The inside diameters of<br />

the valve inlet and exit pipes are 12 and 24 in. If the flow through<br />

the valve occurs in a horizontal plane determine the loss in available<br />

energy across the valve.<br />

5.98 A circular disk can be lifted up by blowing on it with the device<br />

shown in Fig. P5.98. Explain why this happens.<br />

Flow<br />

12 in.<br />

Tube<br />

Disk<br />

attached<br />

to tube<br />

F I G U R E P5.98<br />

Flow<br />

Disk<br />

to be<br />

lifted<br />

24 in.<br />

F I G U R E P5.101<br />

5.102 Compare the volume flowrates associated with two different<br />

vent configurations, a cylindrical hole in the wall having a diameter<br />

of 4 in. and the same diameter cylindrical hole in the wall

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