Quoted message said:Quoted message said:On Mon, 21 Aug 2006 21:24:38 +0000 (UTC), Booker C. Bense
<[email hidden]>
Quoted message said:-----BEGIN PGP SIGNED MESSAGE-----
In article <[email hidden]>,
<[email hidden]> wrote:
>[email hidden] wrote:
>> On 17 Aug 2006 16:16:09 -0700, [email hidden] wrote:
>>
>
>Back to the first point I raise, you still claim that because it's only
>a 3 or 5% change, it's a surprise that Jim feels it, an argument which
>has a huge gap :-)
>
_ It's also pointless unless Jim is using exactly the same rims
and tires. My guess is that the difference he notices has way
more to do with rim depth and shape than the number of spokes.
_ Booker C. Bense
Dear Carl,
Quoted message said:A slightly wider or thinner ring (different rims) might not make much
difference to this fan in a side wind.
What are your numbers behind this statement?
Doug
Dear Doug,
A ring/rim has the effectively same side resistance, whether it's
spinning or not.
(Yes, there's some drag on the smooth surface, but it's trivial in
this case. This is why a disk wheel reduces drag so much over exposed
spokes.)
A blade's resistance increases as it spins.
(How well thin round spokes function as blades is the question.)
If you blow hard through a handy computer fan in the right direction,
you'll notice the blades slowing. Blow on a spinning ring and not much
will happen.
The bicycle wheel, it's worth repeating, complicates things by not
really functioning like any normal propellor or fan.
When a bicycle moves at 20 mph, the top end of the top "blade" is
doing about 40 mph forward and its bottom end is doing about 20 mph.
Meanwhile, the bottom of the bottom "blade" is doing about 0 mph,
while its upper end is doing about 20 mph forward.
The entire blade pointing dead forward is moving 20 mph forward, with
its far end moving 20 mph downward, but heavily sheltered by the rim
and tire.
The entire blade pointing dead backward is moving 20 mph forward, with
its far end moving about 20 mph upward through a turbulent mess.
Plus, the blades are all sticking out at ang angle from the plane of
the rim.
Cheers,
Carl Fogel