Hey guys, I'm trying to do a writeup about everything I learned about this topic, but ran into a road block.
Take a look:
Target Boost:
This is where you will tell the car how much boost you want to make. The ecu will do what it can to help you to reach these numbers. They are broken down by RPM and throttle position.
So why not just enter 10000psi across the board and be done with it?
Each turbo has an compressor efficiency range. This is the area where the turbo produces a usable air flow. Let's take a look at the compressor map for a TD04-13G turbo

The pressure ratio on the y axis is how much ambient air pressure is compressed. At sea level that's 14.7psi. So if you look at the inner most ellipse at 200 cfm on the y axis, you see a 1.8. That means 1.8*14.7 = 26.46 psi, now subtract out the 14.7 and you get 11.76, which is what you would see on your boost gauge.
What do those circle thingys mean?
Those are a measure of how much of the energy input into the compressor is being used to compress the air and how much is used to create heat. So if you look at the inner most ellipse you see 75%. That means 75% of the energy is being used to compress the air and 25% is used to create heat.
What what does that mean for me?
It means that the more psi you try to run, the hotter the air will be.
So what?
Well, the hotter the air is, the less of it there will be per cubic foot. So even though you're moving 200cfm in the 75% efficiency range at 11.25psi and 65% efficiency range at 17.7psi, there will be more air molecules per square foot at the 75% efficiency range because the air is colder and therefore denser.
In other words you are moving more air (mass) at the lower psi because of the higher efficiency range.
But isn't that what an intercooler is for?
Yes, but it can only move so much heat. So let's do some math for a minute here to show why it's better to run a lower psi and stay within the compressor's efficiency range.
Here is the equation used to calculate the mass for air that is moving into your engine:
Code:
n(lbs/min)= P(psia) x V(cu.ft./min) x 29
(10.73 x T(deg R))
psia = absolute pressure comming into the engine (so atm + boost)
V = CFM from the map (we'll use 200 as an example)
DegR = Air Temp at throttle body + 460
so the only thing we don't know is the Air Temperature going into the throttle body. Well to figure this out we need to figure out 1.) what the air temperature will be after the compressed air leaves the turbo and 2.) how much the intercooler cools the air.
To figure out the air temperature after the turbo we use the following:
Code:
Tout = Tin + Tin x [-1 + (CR)^0.263]
efficiency
Tin= (ambient air temp + 460)
Pin= atmospheric pressure - intake resistance
Pout= atmospheric pressure + boost psi
Pout/Pin = this is the compression ratio
efficiency = efficience of the compressor.
for our example we have
Tin = 70F + 460F = 530F
Pin = 14.7psi - 0.5psi (guessed on the intake resistance)
CR = 1.8 for one and 2.2 for the other
efficiency = 75% for one and 65% for the other
So now
Code:
Tout for low boost = 530 + 530 * [ -1 + ( 1.8) ^0.263] = 648.138 - 460 = 188 F
0.75
Tout for high boost = 530 + 530 * [ -1 + (2.2) ^0.263] = 717.89 - 460 = 257 F
0.65
The next setp is to fund the thermal efficiency of the intercooler so we can estimate how much heat will be removed. To do this we will have to use the following formula:
Code:
Thermal Efficiency (percent) = 100 x (Tin - Tout) / (Tin - Ambient)
Here is where we get lucky. TurboXS actually went out and tested the capabilities of the stock intercooler with the following results:
14psi max; Temp into IC 92.5C; Temp out 41.5C; IC Efficiency 73.4%
16psi max; Temp into IC 106C; Temp out 49.5C; IC Efficiency 68.1%
18psi max; Temp into IC 103C; Temp out 50C; IC Efficiency 66.3%.
So to figure out our final air temperature going into the trottle body we just rearrange the equation to:
Code:
Tout = Tin-(TE/100)*(Tin-Ambient)
So we apply this to our high and low boost numbers:
Code:
Low boost Tout = 188-(.73*(188-70)) = 101.86F
High boost Tout = 257-(.66*(257-70)) = 133.58F
Now that we have all the parts, lets see what the final mass of air going into the engine is at both conditions:
Code:
Low boost mass air flow = (14.7*1.8) * 200 x 29 = 25.5 (lbs/min)
(10.73 x (102+460)
High boost mass air flow = (14.7*2.2) * 200 x 29 = 29.5 (lbs/min)
(10.73 x (133+460)
Wow, holy crap, it turns out I'm wrong about this assumption. That kinda leaves me stumped. So the question becomes, when is it better to turn down the boost?