System Head Curve
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System
Head Curve
To Calculate a System
Head Curve several points must be chosen to calculate friction losses on both the suction
and discharge sides of the pump at various flow rates. The static suction head/lift and
the static discharge head remain constant. |
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Using the
example on the previous page for
<--Calculating TDH for a flooded suction application plot the friction losses for
50, 90 and 100 GPM as follows:
Suction
Side
| Flow
Rate
GPM |
Total
Equivalent
Length
of Pipe |
Friction
Loss/100'
of Pipe |
Friction
Loss |
Total
Static
Head |
Suction
Head |
| 50 |
26.3 |
1.38 |
0.36 |
10 |
9.67 |
| 90 |
26.3 |
4.08 |
1.07 |
10 |
8.93 |
| 100 |
26.3 |
4.96 |
1.30 |
10 |
8.7 |
Discharge
Side
| Flow
Rate
GPM |
Total
Equivalent
Length of
Pipe |
Friction
Loss/100'
of Pipe |
Friction
Loss |
Total
Static
Head |
Discharge
Head |
| 50 |
202.3 |
9.9 |
20.03 |
50 |
70.03 |
| 90 |
202.3 |
29.4 |
59.5 |
50 |
109.5 |
| 100 |
202.3 |
35.8 |
72.4 |
50 |
122.4 |
Total
Dynamic Head(TDH) at 50 GPM = 70.03' - 9.67' = 60.36'
Total
Dynamic Head(TDH) at 90 GPM = 109.5' - 8.93' = 100.6'
Total
Dynamic Head(TDH) at 100 GPM= 122.4' - 8.70' = 113.7'
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