The V8. Same displacement, but more total valve area to feed that same displacement. Air flow through the heads/valves is everything.
Valve area is limited by the bore of the cylinder. You can't increase it willy-nilly. Other factors you can optimize for airflow, but not that.pardon my engine noobness...
if air flow is only reason, then why dont the designers of V6 engines incorporate better air flow engineering?
[I'll attempt to answer my own question, correct me if I'm wrong]
better air flow would increase the size of the valves/heads and engine block, and if you're going to increase the size anyway, just make a v8?
Valve area is limited by the bore of the cylinder. You can't increase it willy-nilly. Other factors you can optimize for airflow, but not that.
A V8 costs up to 33% more than a V6 to produce.
The valve area is going to be limited to a circle (minus bordering areas and whatnot) whose dimensions are limited to the bore because of interference with an adjacent combustion chamber. The bore can change, but the fact remains that you have more valve area, proportionally speaking, than you do displacement as you increase the number of cylinders (and/or reduce the displacement).and the reason you can't change bore size is?
bigger piston heads (weight)?
more volume in the cylinder = less powerful explosion per area?
thinner cylinder walls?
The valve area is going to be limited to a circle (minus bordering areas and whatnot) whose dimensions are limited to the bore because of interference with an adjacent combustion chamber. The bore can change, but the fact remains that you have more valve area, proportionally speaking, than you do displacement as you increase the number of cylinders (and/or reduce the displacement).
If you fix the bore/stroke ratio (example will be set to 1:1), what you have is this:
500cc per chamber in the V8 vs 667cc per chamber in the V6
bore of V8 = stroke of V8 = 8.6cm
bore of V6 = stroke of V6 = 9.46cm
area/volume ratio = pi*r^2/(pi*r^2*stroke) = 1/stroke
A/V for V8 = 1/8.6
A/V for V6 = 1/9.46
Therefore the V8 has up to 10% better breathing [(1/8.6-1/9.46)/(1/9.46)]
head space has not been factored into the calculations, obviously
At what bore/stroke ratio will the V6 breathe better?so why not change the bore:stroke (shorter stroke, larger bore) on the V6 to improve that A/V ratio? You'll keep the same Volume, but gain A:V ratio. Torque might take a big hit?
so why not change the bore:stroke (shorter stroke, larger bore) on the V6 to improve that A/V ratio? You'll keep the same Volume, but gain A:V ratio. Torque might take a big hit?
The valve area is going to be limited to a circle (minus bordering areas and whatnot) whose dimensions are limited to the bore because of interference with an adjacent combustion chamber. The bore can change, but the fact remains that you have more valve area, proportionally speaking, than you do displacement as you increase the number of cylinders (and/or reduce the displacement).
If you fix the bore/stroke ratio (example will be set to 1:1), what you have is this:
500cc per chamber in the V8 vs 667cc per chamber in the V6
bore of V8 = stroke of V8 = 8.6cm
bore of V6 = stroke of V6 = 9.46cm
area/volume ratio = pi*r^2/(pi*r^2*stroke) = 1/stroke
A/V for V8 = 1/8.6
A/V for V6 = 1/9.46
Therefore the V8 has up to 10% better breathing [(1/8.6-1/9.46)/(1/9.46)]
head space has not been factored into the calculations, obviously
At no point will you be able to improve that ratio beyond what doing the same thing to a V8 will let you.
I never assumed that the bore/stroke ratio had to be 1:1, I just assumed that they were so the math would be more elegant.You're assuming the bore and stroke have to be the same. Make the stroke the same on the V6 as the V8 and the valve area should come out the same.
Please don't be cryptic.I don't see how the ratio matters. What matters is the stroke.
Piston speed, yes.You have to compare the same stroke between engines, because that is what affects piston speed
Maybe. Any changes in stroke, for a given displacement, will result in a corresponding opposite effect in piston area i.e. force applied to the crankshaft. This results in a partial or full compensation in torque reduction/increase due to changes in the length of the lever arm. What I'm not convinced of is that the one factor is weighted more heavily than the other in terms of effect on torque - and I'm not about to start integrating to find out the answer. But this is entirely irrelevant. OP is asking about power, not torque.and torque.
???If you could somehow take a single cylinder and divide it into 4 quarters, the ratio would change drastically but the torque and rpm characteristics would be identical.
A 4L V8 that revs to 9500? Mmm mmm.
C'mon Toyota, get on that!
If you said V8 vs straight 6 it would be a different story.
The 6 would be smoother as they have less natural harmonics than a v8, which as the same harmonic problems as a straight 4.