What is fluid specific gravity? Assuming 0.7 SG, I come up with ~-4.4 m NPSHA close to your -3 m NPSHA:
NPSHa = patm / γ - he - hl - pv / γ
where patm is atmospheric pressure
γ is specific weight of the fluid
he is elevation from surface to pump
hl is head loss due to friction, from surface to impeller
pvis fluid vapor pressure
NPSHa = -4.4 m = 101.33kN/m^2/(9.8 kN/m^3*0.7 SG)+1.4 meters - (3.7 meters + 8 meters) - (101.33kN/m^2/1 bar*0.6 bar /(9.8 kN/m^3*0.7 SG))
where 1.4 meters = 1.2 m + 1 m - 0.8 m and
3.7 meters = friction losses in fittings and 8 meters = friction losses in 175 m segment
If you could indicate pipe schedule, include the requested diagram, and confirm 3.7 meters = losses from valves & fittings only that would be helpful. Also include pipe type/material or outright roughness factor -- usually not so important but here you have an extremely long suction so it's very important.
If you half the flow rate you ought to be able to decrease the head loss in the straight section by about 6 meters at least getting you into positive NPSHA (please calc exact value for your mixture; that's a rough figure based on water and this mixture is not water, and also recalc the losses through valves/fittings at this reduced flow rate). What is pump NPSHR?
Preliminary assessment indicates your calculations are correct. Thus you may want to consider throttling pump discharge -- hardly ideal but it lowers NPSHR (due to shift leftwards on pump curve), and increases NPSHA -- increases NPSHA because if you throttle it enough to half the flow, the friction losses in the long suction line are greatly reduced. If you can't half the flow rate then you need a booster pump closer to the tank or a larger suction line, higher tank liquid level, or need to cool liquid to lower vapor pressure, etc. Also halfing flow is an approximation -- I don't know exact roughness factor of pipe or fluid properties, the halfing assessment is based upon water. You should assess NPSHA at several flow rates, say, 25%, 50%, and 75% of desired flow, and compare to NPSHR at same flow to determine throttling required. Or just run pump and observe where it cavitates and throttle discharge back slightly more to have a safety margin. Another option is to use an eductor (nozzle) to boost the NPSH at the pump inlet. This is a bit of an exotic technique, you will suffer an efficiency loss, because of the pumparound flow to the eductor, and eductors aren't cheap. Jacoby Tarbox, Croll-Reynolds, Fox Eductor and others can supply nozzles. I have used this technique to pump down tanks that are under vacuum, such as rotary vacuum filter separators, as an alternative to elevating them to provide adequate NPSHA. If you decide to throttle, consider a locking stop on a gear actuator on a manual butterfly valve (so operator can't open it to where it cavitates), and/or a pressure transmitter on discharge and/or suction, and perhaps a control loop to automatically throttle.
Breizh: Yes, that sounds right -- Reading off a water table such as http://www.engineeri...ml#.UpIdhT-zmlo, at the 60 m^3/hr flow rate, pressure loss is 40,000 Pa/100m x 175m/100m = 70,000 Pa = ~7.1 meters + 3.7 meters friction loss in fittings = ~11 meters = ~1.1 bar since 10.33 m w.c. = 1 atm. Correcting for density takes this to ~1 bar -- I suspect viscosity is close to that of water, but if OP could provide composition also that would help assessment.
One other comment: If you want to get fancy, and have a highly-instrumented plant, you can also throttle the pump [discharge] automatically or decrease its speed when tank level decreases, if it's on a frequency drive.
Edited by fseipel, 24 November 2013 - 09:09 PM.