Twincharging is using two compressors in series to compress the air. This is different than sequential setups which use one compressor stage at low RPMs and switch to the next at higher RPMS. Such setups usually take the form of a turbo feeding a supercharger, although technically you could feed the turbo from the supercharger or use two superchargers or two turbos (dual stage superchargers or two turbos in series were commonly used on WWII fighter aircraft). Obviously a system with two compressors will inherently be more complex and expensive than a system with one. Why bother? There are some real benefits to twincharging at high boost levels, and a car like the supercharged Wbody already has a roots blower so a twincharged setup is nearly 50% complete.
Roots blowers, like on the Wbody, are positive displacement units. Although they can provide good low RPM boost, they are the most inefficient of all compressors. Eaton’s twisted rotor design makes up for some of the limitations, but adiabatic efficiency is still limited to around the 60% range. This mean that increases in boost on the stock unit disproportionately increase intake temperatures as compared with a centrifugal compressor (such as in a turbo, which can operate in the 70 to 75% efficiency range).
Imagine that you want to run 20psi of boost on your Wbody. Theoretically, you could spin the Eaton until it produces that amount of boost. However, given low efficiency, you will have some pretty hot air. How hot you ask? Let’s assume we are at sea level, the air temperature is 80F, and the compressor efficiency is 0.6 (60%). At 20psi of boost, the inlet of the supercharger will see about 14.7psi absolute pressure, and the outlet will be at 34.7psi absolute. This is a pressure ratio of about 2.36 (34.7/14.7). With these conditions, the air fed into the cylinders will be 327.5F. You could almost bake a cake.
What would happen if we fed the roots blower with a turbo? We will use the turbo to add 10psi of boost and the roots to add 10psi to get the total of 20psi of boost. We will keep the above assumptions and add that the turbo is at 70% efficiency. The turbo itself will be operating at a pressure ratio of 1.68 (24.7/14.7). The turbo inlet temperature is 80F and the outlet temperature will be 201.9F.
The air from the turbo then goes to the roots supercharger. The roots supercharger compresses the already compressed air. The supercharger’s inlet temperature is 201.9F, and the inlet pressure is 24.7psi. Thus to add another 10psi of boost, it will operate at a pressure ratio of 1.4 (34.7/24.7). The outlet temperature will thus be 313.3F. We have reduced the inlet temperature to the motor by 14F, which isn’t surprising since we added a more efficient compressor to do half the work. However, we haven’t quite justified the twincharger setup.
Now, what would happen if we added an intercooler between the turbo and the supercharger? (The intercooler received its name because it was originally used between compressor stages on aircraft). Let’s assume the intercooler is 80% efficient and will have a pressure drop of 1psi. To make up for the drop, we will use the turbo to produce an extra 1psi so that in the end the boost at the motor is still 20psi.
Adhering to our original assumptions, the turbo is now operating at a pressure ratio of 1.75 (25.7/14.7) with an inlet temperature of 80F and an outlet temperature of 211.6F. So far, we have an extra 10F of temperature in the air.
The intercooler will have an inlet temperature of 211.6F, but an outlet temperature of only 106.3F with a “pressure ratio” of 0.96 (24.7/25.7).
The roots supercharger in this case will be starting with the same inlet pressure, but a much lower inlet temperature. With the same pressure ratio, 1.4 (34.7/24.7), the outlet temperature of the supercharger is now only 201.4F. That is over 125F less than if we had used the supercharger by itself to compress the air.
The obvious question is then why not rip off the supercharger and just use a big turbo and intercooler to make the boost? You may be able to save another 70F of air temperature, but it will be difficult to find a turbo that will spool to a 21psi boost as quickly as one that only has to get to 11psi. Bottom line is that if you can tune it, which is difficult, a twincharged setup can be very effective.
Equations:
T2 = T1 + [T1*(P2/P1)^0.283 – T1] / CE
Where T1 is the ambient temperature, T2 is the outlet temperature, P1 is the inlet absolute pressure, and P2 is the outlet absolute pressure. The temperatures must be in units of Kelvin or Rankine.
And
Tout = Tin – IE*(Tin – Tamb)
Where Tin is the inlet temperature (K or R), Tamb is the ambient temperature, Tout is the outlet temperature and IE is the intercooler efficiency.
And finally
K = [(F – 32)*0.5555] +273.15
To convert Fahrenheit to Kelvin.