That is correct - currently, engines are "enhanced" to use the residual exhaust gas that remains in the cylinders to reduce oxides of noxious, where previously e\i valve overlap was used to allow the 'charged intake flow to blow the cylinder clean of those residuals to make more power (same as with naturally-aspirated hi-perf gassers (patooie!) to take advantage of hi-velocity ram-air effect at hi-rpm) - e\i overlap doesn't help much with indirect injection because part of the combustion chamber is in the pre-cup, but works wonders for direct injection engines - until federally-mandated state DOT vehicle inspection time
Naturally-aspirated wedge-type (non-hemi) engine efficiency is usually ~77% - meaning that it pumps 77% of its designed swept-displacement volume - ram-air input and tailpipe location in the low-pressure area behind vehicle can improve that efficiency as vehicle speed increases (to a point, where engine rpm cfm approaches ram-air cfm available at some vehicle velocity thru the air), and can reach 100%
The turbocharger, however, is also known as an efficiency improver - 100% efficiency is easily achieved by increasing intake pressure such that forced airflow overcomes any inlet path restriction(s) and impediments to airflow
Now, here's where some engineers begin gnashing their teeth, and their plastic slide-rules begin to soften and melt from agitated usage, and they begin to resemble Dr Livingstone (they're in de Nile!) - not only can the turbocharger improve swept volume efficiency to 100%, efficiencies of 200%, 300%, and greater can be reached simply by placing that exhaust gas driven turbine motor in the exhaust path, and connecting the compressor into the intake path
Let's say we have a cylinder with swept volume (B x S) is equal to 1 cubic foot (1ft3) - if we rotate the crankshaft 1 turn, air displaces the piston as it drops in the cylinder - at 180* BDC, the cylinder is filled with 1ft3 of atmosphere - the rising piston begins to displace the air till, at 0* TDC, the cylinder is empty and the pump has displaced 1ft3 air - repeat this once per second and the pump displaces 60ft3\minute at atmospheric pressure - swept cylinder volume is always = 1ft2, no matter how fast the crankshaft turns - it is the displaced volume per unit of time that increases as crankshaft rpm increases - if the pump is 100% efficient output will = swept volume
The gas-turbine driven supercharger, or turbo, is also an air pump - it must be capable of much greater airflow volume than the engine it is attached to, with capabilities to 2000cfm and greater, depending on turbine and compressor size, in order to create Boost pressures of 1x (15psig), 2x (30psig), 3x (45psig), etc, atmospheric pressure (Baro = ~15psia) into an air pump that is capable of 150-400cfm at normal Baro at normal operating rpm
Therefore, if we could measure Baro:in flowrate into the 1ft3 cylinder and output flowrate we would see 60ft3 @ 60rpm - so, let's pressurize the inlet (remember the function of a turbocharger) such that the cylinder now fills with twice it's designed swept volume, or 2ft3 - the cylinder will now pump 2 cubic feet per rotation, or 120ft3 @ 60rpm - the turbocharger has effectively doubled the pumped volume, with an effective efficiency of 200% - this is how a turbocharger can make a 150hp engine produce 300hp without altering the designed swept volume displacement
And which is why some street people refer to engine efficiencies of greater than 100% when a 150 designed-hp engine can produce 300 Boosted hp - engineers don't like terms like 'effective' and percentages greater than 100%, altho that is exactly what is occuring....effectively
The turbo, by compressing each cubic foot of air to 1/2 original volume has doubled the volume in the cylinder by increasing air density and thus weight by volume, which is measured in Mass in lbs\ft3 - air has a specific weight per volume, which varies by temperature and pressure - volume in actual cubic feet is based on flowing conditions - volume in standard cubic feet is corrected back to world-standard mean conditions, by comparing flowing conditions to 60*F and 14.696psia, arriving at a flowing temperature factor and flowing pressure factor that will be used in the calculations
Mass flow measurements can be used by doing the calcs to correct air temp\press back to 60* and 14.696psia then doing the density calcs, then the mass\volume conversion calcs, but it is (effectively) easier to refer to airflow in cfm on the street until such time as mass flow measuring instruments, which should have live Press and Temp inputs or a live densitometer input for accuracy, come down into the $19.95 price range - for comparison, one model costs 3350bucks plus another 600bucks for the gas turbine software - plus another 600bucks for the head-meter software - then you still need the turbine meter and the head and orifice plate and the temperature probe and the pressure sensor\amplifier or\and the densitometer
A simple airflow test set is available for Fluke DVM's, and one can be made with a small dc fan motor, measuring armature voltage output as airflow spins the fan
CAUTION: these are for measuring low CFM flowrates - the fans\motors can disintegrate with considerable force at high flowrates, injuring personnel and damaging engines