Sid,
First off I've suddenly realised that one of the issue I think is getting in the way is the way you look at gas flow. When you have temperatures more than 10-20 F apart, the volume and density makes it difficult to compare like with like. Either you need to add pressure and temperature at each flow number or convert to standard conditions or use mass.
So e.g. your 8500 CFM at 100F is not going to be the same CFM at the entry to your blower at 225F, but a bigger number ( approx 10,400 CFM)
Q Is it because the fan needs to work harder (greater fan load) at 224F thereby drawing more amps at the increased load?
Yes compared to the data written on the drawing you sent in, which used approx 400 F. This makes the same ft^3 weigh approx 25% more.
The DP across the fan getting less allows for more air to be pulled through lessening the load on the fan which lowers the amps?
I might have got this wrong to be honest, but in general less DP means less work so less power.
Q I do not see where you get 11000 cfm at 224F. Can you scribble your calcs PLEASE. I need to learn or see your method.
Ok, I need to revise a bit now I've allowed for temperature changes. I'm also using the fan affinity principle which tends to get a bit inaccurate when you have large changes, but this says flow is proportional to relative change of speed, head is prop to change^2 and power is prop to change ^3
But here goes:
Your current fan is now doing 10,400 CFM @ 225F and drawing 95 amps versus 175 A full load at an RPM of 1173 vs full speed of 2200.
Now in affinity laws, your power should be 1/8 of the max ( 1173/2200) ^3 =0.15 so 27A. Now add in for the higher density at 225F vs 400F x 1.25 = 34A. Now this is a LOOONG way from your 96A so this is one reason why the affinity laws don't work very well when you get big differences in speed or size.
But if you reverse this and say 96A is correct due to inefficiencies and other fixed loads, then the reverse is:
The max power increase you can get is a multiplier in speed of 175A/95A = 1.85. The cube root to get to a multiplier of speed is about 1.23. so an RPM increase up to 1173 * 1.23 = ~ 1450. The same increase applies to the flow rate so your max power flowrate is 10,400 * 1.23 = 12,800 CFM @ 225F.
Now that could easily be a higher number due to better efficiency of the blower at higher RPM.
Now this is all a bit inaccurate because you don't have the fan curve at different speeds. See if the blower company can give you the fan curve at different speeds equating to your frequency of 20,30,40, 50 htz etc.
Now the 15,000 cfm case MIGHT be that somewhere the figure is stated as max flowrate at standard conditions (60F, sea level) for your 150hp motor. It's certainly about that number.
Back to your issue.
You need to get the best data you can from the vendor, but if not try doing a series of monitoring or tests on the blower to get htz, fan speed, flowrate somewhere, temp going into the blower.
But if you're adding another 5,500 CFM @ 100F into the RTO then to me your fan looks to be close to or maybe over the max power limit. There is a big discrepancy though between what the fan data sheet says it can do which is about 23000 cfm @ 225F once you correct for higher density at lower temperature.
So my back of a fag packet numbers are giving you a flow @ 225F of somewhere between 13,000 and 23,000 cfm (!) Reality is probably somewhere in between as at that lower RPM, I can only imagine that the efficiency is really quite low, but that's the data you need from the blower vendor. Note on your fan curve, the power curve starts at about 70hp (!!). So there seem to be a lot of fixed losses somewhere and hence extra flow doesn't take the same amount of power per 1,000 ACFM.
I think in essence what your controller is doing is trying to maintain a fixed pressure going into the RTO from the ducts. Hence as flow increases, DP across the RTO increases and then the exhaust fan increases speed to create a lower pressure in the fan inlet as the outlet pressure is fixed (atmospheric minus a small amount for losses in your exit duct).
So in summary, Try getting the fan curves, even at sea level and 70F for different fan speeds. Then you can determine the reduction in power for the lower density of air at your operating temperature (it's about a 70% reduction in power for 70F to 225F) for the same actual flowrate.
Does this make more sense and others please pick holes in my assumptions here....
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