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Centrifugal Pumps Design and Application 2nd ed - Val S. Lobanoff, Robert R. Ross (Butterworth-Heinemann, 1992)

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Mechanical Seals 365<br />

The temperature of the seal faces is a function of the heat generat<strong>ed</strong> by<br />

the seal plus the heat gain<strong>ed</strong> or lost to the pumpage. The heat generat<strong>ed</strong> at<br />

the faces from sliding contact is the mechanical power consumption of<br />

the seal being transferr<strong>ed</strong> into heat. Therefore,<br />

where Q s = heat input from the seal Btu/h<br />

C t = 0,077<br />

If the heat is remov<strong>ed</strong> at the same rate it is produc<strong>ed</strong>, the temperature<br />

will not increase. If the amount of heat remov<strong>ed</strong> is less than mat generat<strong>ed</strong>,<br />

the seal face temperature will increase to a point where damage will<br />

occur. Estimat<strong>ed</strong> values for heat input are given in Figure 17-6 <strong>and</strong> Figure<br />

.17-7.<br />

Heat removal from a single seal is generally accomplish<strong>ed</strong> by a seal<br />

flush. The seal flush is usually a bypass from the discharge line on the<br />

pump or an injection from an external source. The flow rate for cooling<br />

can be found by:<br />

When h<strong>and</strong>ling liquids at elevat<strong>ed</strong> temperatures, the heat input from<br />

the process must be consider<strong>ed</strong> in the calculation of coolant flow. Then<br />

The heat load Q p from the process can be determin<strong>ed</strong> from Figure 17-8.<br />

Example;<br />

Determine the net heat input for a 3-ineh diameter balanc<strong>ed</strong> seal in water<br />

at 3600 rpm. Pressure <strong>and</strong> temperature are 400 lb/in 2 <strong>and</strong> 170°F.<br />

From Figure 17-7.<br />

Q s = (2750 Btu/h/1000 rpm) 3600 = 9900 Btu/h

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