Artisi,
Thanks for continuing this discussion.
I am thinking that the third design point at about 21 ft head is the reason that the pump seems over rated at the design points for 40ft and 35ft head.
Specifically, in order to fit the pump capability curve to the design points as represented by the triangles, the third 20ft head design point has to be on the curve or under it. The shape of the curve then leaves the first and second design points, 40ft and 35ft head, well under the pump capability curve.
The dock is rated to draft vessels up to 30' in keel depth. The dock draft requirement includes allowing for the vessel to float over the supporting blocks that are, on average, 5-10' high at the keel. This makes the first two design points, 40' and 35' head, seem reasonable as representing the difference between high tide and low tide for an almost empty dock.
At this point I will add that my recollection is that the piping diameter is larger than the pump suction/discharge diameter by up to 20" (150%) and that there are two 90 degree bends between the pump discharge and the piping discharge to the river. This makes it seems reasonable to assume that the dynamic friction head loss is relatively low.
This leads to a question that I have been pondering. When the dock is full, the static pump head is essentially zero because the level of the water inside the dock is equal to that of the river outside of the dock.
This makes the third design point at 21ft head seem unreasonable as representing a full dock with zero static head since this implies a dynamic friction head loss of 21ft of pressure. If the friction loss was actually 21ft of head pressure then the 40ft deep dock would only be able to pump about one-half empty.
It would seem to me that the actual operating point for this pump with a full dock, assuming zero static head pressure and minimum friction loss, would be beyond the pump capability curve as shown. If I extrapolate the pump capability curve out to near zero static head and allow for the dropping efficiency then I estimate the flow would be in the range of 85000gpm. This estimate is based on the original curve and does not include the motor speed difference. I haven't performed specific calculations for this data point yet.
Does my analysis of what is going on make sense or do you see something different?
As a point of interest, I have included an aerial photo of the dry dock in question. It is located in the bottom center of the photo with a tanker ship docked that has a black hull, burgundy deck, and white superstructure. The dry dock dimensions allow for a vesssel that is up to 622ft long, 97ft wide, and with a draft of up to 30ft.