spectreeng
Automotive
- Apr 28, 2005
- 20
Ignoring pulsation effects and assuming a steady inviscid incompressible flow, old Bernoulli says pressure loss is required to accelerate still air (outside the air inlet) to whatever inlet pipe flow velocity is needed for the engine at a specific RPM. Now I read volumetric efficiency being the ratio: P(cylinder)/P(manifold). So even with a fixed VE, increasing manifold pressure would be beneficial.
It seems like P(cylinder) will be closest to P(atm) when the inlet pipe is very large so the flow velocity is very small. And if using a small inlet pipe the flow velocity required is very large necessitating a larger pressure drop just to accelerate the air (still ignoring viscous effects).
In other words keeping large bores for the air paths would keep velocities down, pressures closer to atmosphere and increase manifold and cylinder density. Is this theory applicable at all? Or does it apply, but its effect are completely dominated by pulse tuning (which necessitates high flow velocities)? I'm trying to understand the theory - no this is not a homework question.
- Confused engineer
It seems like P(cylinder) will be closest to P(atm) when the inlet pipe is very large so the flow velocity is very small. And if using a small inlet pipe the flow velocity required is very large necessitating a larger pressure drop just to accelerate the air (still ignoring viscous effects).
In other words keeping large bores for the air paths would keep velocities down, pressures closer to atmosphere and increase manifold and cylinder density. Is this theory applicable at all? Or does it apply, but its effect are completely dominated by pulse tuning (which necessitates high flow velocities)? I'm trying to understand the theory - no this is not a homework question.
- Confused engineer