On or around Mon, 12 Sep 2005 15:12:31 +0000 (UTC), "Neil Brownlee"
<
[email protected]> enlightened us thusly:
>Do some maths regarding the amount of air an engine gulps, and you'll soon
>see that it matters not a jot - you can't ram it in quicker...
I did that, once.[2] concluded that the size of blower you need is
considerable, to make any useful contribution. Probably do better to
arrange an oxygen feed... but then you need an awful lot of oxygen too.
however, ram-air does work - if you take a pipe with cross-section n sq.in.
and attach a funnel 2n sq.in. in diameter to the front of it, then travel
through the air, the pressure in the pipe increases, even though the engine
is sucking air out of the other end of the pipe. Increased pressure "for
free" [1] increases the O2 content, making it possible to burn more fuel.
's only relevant at significant forward speeds, though.
Too-small a blower doesn't have the same effect: it absorbs power in the
first place, and then if the airflow exceeds what the blower is capable of
generating, it actually creates a restriction in the inlet instead. A
small-ish blower could be useful at low revs, provided you have a means of
diverting inlet air around it at higher revs.
[1] TANSTAFFL - in this case, more drag from moving the vehicle through the
air.
[2] consider a 2.5 litre engine, of 4-stroke design. every revolution, the
engine sweeps a volume of 1.25l, thus for every revolution, 1.25l of air is
sucked into the engine. depending on conditions, this air may or may not be
at normal pressure. If the engine is now running at 2500 rpm, then every
minute, 2500*1.25 = 3125l/m of air goes through it. If you prefer cfm,
well, 1 cu.ft. is about 28 litres (28.32 to 2dp) so that's 110-odd cfm.
which is a lot. now consider the average inlet tube, which is about 6cm
diameter. CSA of that is 9*pi or a bit over 28, (conincdentally almost the
same as the cfm above...), so 1l of air occupies about 35cm of such a tube,
so if you're looking for 3125l/m than that's going to be 3125*35 cm/min =
111607. *60 for cm/hr, [6696428] but that's silly, so divide it by 100,000
you get 66.9 km/h.
--
Austin Shackles.
www.ddol-las.net my opinions are just that
"Brevis esse laboro, Obscurus fio" (it is when I struggle to be
brief that I become obscure) Horace (65 - 8 BC) Ars Poetica, 25