I would like to know what the flow and power consumption through a centrifugal pump would be if the duty point moves way to the left of the pump curve.
I am analysing a network of sewage rising mains all converging into one pipe, and thus they all have an effect on each other's duty point. According to my calculations, which I presume to be correct, at least one of the four pumps are forced to deliver head that correlates to zero flow on its pump curve (when all of them pump simultaneously). (telemetry and sinchronization being out of the question).
However there have been no complaints of sumps overflowing at this pumpstation.
I am speculating that this pump must be swithced on and turning against this high head without producing any flow up until the point where one or more of the other pumps shuts down, reducing flow and velocity, resulting in a reduced system curve that allows the duty point to move to the right and the pump to produce some flow.
If this presumption is correct then this pumpstation is highly inefficient and uneconomical.
How do I calculate the power consumption if Q=0 l/s (P=pgQH??). Surely it can't be zero.
Or have I got it all wrong by assuming that the pump won't switch off when forced to deliver at such high head?
I'm in the dark, please help!
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