valvecrazy
As promised here is my reply. I don’t expect to convince you since I can only offer engineering principles, calculations, manufacturers literature, articles, research publications, and similar material while you offer your unsupported statements that valves save more energy than VFDs.
I have taken the curve that you posted for the Goulds 12WAHC pump (by the way I could not find that particular pump on the web site) but they are a very good manufacturer. Now you stated that the system needs 230’ of head at low and high flows. Please see item #6 in my large post above to see why constant head requirements are basically impossible in a real hydraulic system. To summarize the flow causes a head loss through the piping system which is proportional to the square of the flow. Your requirements would necessitate no piping system including the valve which you advocate. What I have done is take a minimum piping system with the valve (that you described previously) which has a head loss of 7 psig (16.2’), 4.8’ of head loss through the pump discharge pipe in the well, and another 9’ of miscellaneous head loss through foot valves (check valves), elbows, and other fittings in the system. This gives a total head loss of 30’ at 1200 gpm. I have used this system data in the ABB calculator. I have used annual operating hours of 4000 which is probably high for many farmers irrigation system but it wouldn’t be high for a processing plant or a large farm with one well (unlikely).
The first calculation (page 1 of attachment) shows that at 1200 gpm,
just by pulling out your valve, the energy savings would be 56,911 kWh per year. (When a value is entered in the "head over open throttling valve" it will calculate the savings eliminating this valve). At 600 gpm (50% flow) (page 2 of attachment) the savings is only 61,253 kWh per year. If you had lower static head the savings would have been much higher. At 240 gpm (20% flow) (page 3 of attachment)the savings would be 97,373 kWh per year. This is due to the slight rise in the curve near the zero flow point which allowed the pump to be slowed down more than a perfectly flat curve. If you would have selected a pump with a more sharply rising curve (see page 4 of the attachment with the same efficiency at the original 1200 gpm @ 230’ pump, the Goulds 9TLC) the savings on all of the above would have been even more, 187,833 kWh at 240 gpm. (page 5 of the attachment, all that changed is the value for the maximum head).
I am only going to calculate the energy savings by hand for one example to compare it to the ABB calculator. (See page 6 of the attachment). Let us use the original pump curve at 600 gpm. With a valve the pump would have to pump 600 gpm, approximately 260’ head, and 69% efficiency. With a VFD the flow would be 600 gpm, the head would be the 200’ static head plus .25*13.8’ (600/1200 squared times the friction loss without the valve) which is 200+3.45=203.45’. The point on the corresponding 3450 rpm curve has an efficiency of approximately 73%. I would estimate this point as 684 gpm @ 260 gpm. Using 88% speed this would give flow at 602 gpm (.88 * 684) and head at 201’ (.88^2 * 260). Using the horsepower equation (Q*H)/(3960*eff) the bhp of a throttled pump is (600*260)/(3960*.69)=57.09. Converting this to kWh for 4000 hours of pumping including motor efficiency of 95.4% is 4000*57.09*.746/.954= 178,570 kWh. For the VFD pump this is (600*200)/(3960*.73)=41.5 bhp. Converting this to kWh we have 4000*41.5*.746/.935=132,444 kWh.
Note that this includes a 98% VFD efficiency (.98*.954). Therefore we have a savings of 46,126 kWh which compares reasonably well to the ABB calculator value of 61,253. The difference in the calculator value is probably due to estimating the efficiency both for the throttled pump curve and the VFD pump curve. The estimating algorithms in the software would probably work more accurately for systems which had a lower percentage of static head. The percentage of static head in this system is 200/230=87% which is very high. The savings on the original system with 50% static head (115’) would be much greater, 114,609 kWh (see page 7 of the attachment).
I believe that I have validated the ABB pump save calculator (at least as a preliminary tool). You can always calculate using the pump curve if you have it. I have yet to run into a farmer that has his pump curve. Most don’t even know what pump is installed especially if it is a submersible or a line shaft pump.
Here is what you should learn from this:
1) Just adding the valve costs you energy.
2) You should like VFDs because using a VFD is like trimming the impeller, it just shifts the pump curve slightly downward as you reduce speed. It
helps to keep the BEP at the operating point while a valve shifts the operating point away from the BEP.
3) You can save even more money using a VFD if you select a pump curve with a rising slope towards the shutoff point with NO loss of efficiency at your nominal operating point. Of course if you are going to use a valve this will just make things worse.
4) Even in high static head systems a VFD can save you energy although it is more difficult to save energy in these systems.
5) A reasonable savings calculator is available which takes into account all the issues that you have raised regarding static head, VFD efficiency, etc.
If you care to see more propaganda regarding VFDs saving energy in pumping systems see the study at
I will post another paper regarding wells, pumps, etc. if I can get it onto
Marke’s web site which he has graciously allowed me to use.
I don’t know if you took a look at the link that I gave regarding SCE’s demonstration pumping facility. If you are really willing to travel to it I will try to setup a test. If not I don’t want to waste my time. This will most likely be my last post in response to you because I have better things to do than try to prove the obvious.