As seen in volumetric flow rate, the volumetric efficiency is defined this way:
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(1) |
Where:
| Qm | = Measured volumetric flow rate (m³/s) |
| Qth | = Theoretical volumetric flow rate (m³/s) |
The theoretical volumetric flow rate (Qth) is more or less chosen arbitrarily, based on atmospheric air density. Because air is compressible, a volume does not limit the quantity of air that can be pushed in, especially when gas dynamics are considered.
So volumetric efficiency is not a true «performance» criteria for an engine because what counts is the air mass flow rate. With everything else equal, an engine with a large VE burns the same amount of fuel and gives the same power output than a larger engine with a smaller VE. But values do compare with similar engines.
Mathematically, only a complex gas dynamics analysis can give a good approximation of the volumetric efficiency, but here are some ballpark values:
| intake & exhaust tuning | VE @ max power |
| None (2-stroke & Wankel) | 55% |
| None (4-stroke) | 75% |
| Mild intake tuning (4-stroke) | 80% |
| Mild intake & exhaust tuning (4-stroke) | 90% |
| Tuned | 95% |
| Fully tuned | 100% |
| Best | 110% |
| forced induction | VE @ max power |
| Street (10 psi) | 135% |
| Racing (20 psi) | 165% |
| Top fuel dragster (45 psi) | 230% |
| Tractor pulling − Pro stock (115 psi) | 360% |
| Tractor pulling − Super stock (200 psi) | 485% |
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