On 4 May 2004 07:46:56 -0700, [email hidden] (Peter
Storey) said:[email hidden], A. Muzi and Carl Fogel all
wrote in various message
news:<[email hidden]>... something
to the effect of
Quoted message said:"Bulls***t"
Well, no, I don't believe in magic. But I was curious if it
had any effect of any kind (however that effect might be
offset by something else) beyond just adding friction.
Carl mentioned that this rig is suggestive of (but isn't) a
way to create super high gears for motor-paced speed
trials. Likewise, I'd point out a certain facial
resemblance to the DaVinci Tandems drive train which uses
back-to-back drive trains to provide four driving
chainrings and the ability to create very large (effective)
chainrings using standard sizes. But, as in Carl's example,
this is not that either.
Please indulge my scientific illiteracy. As a matter of
curiosity, what is the effective size of the chainrings?
Assuming a 52 exterior ring and a 36 "reduction" ring, are
(1) the force required to turn it and (2) the chainlinks-per-
minute passing over the exterior ring any different than a
conventional 52? Or does this combo behave like something
between 36 and 52? Does that help explain the curious
choice of a 52/54 exterior chainring set? For simplicity,
let's ignore the incremental friction.
Dear Peter,
To go into more detail than my bad description, it looks as
if the front contraptions starts with an ordinary bottom
bracket and a 32 tooth sprocket gear.
But it doesn't run the chain.
Enclosing it somewhat like a chain is a much larger sprocket
with normal gear teeth on the outside and also an inner ring--
with no normal spider arms to support it. This sprocket with
inner and outer teeth is probably sitting on a giant "bottom
bracket" that's just a monster lazy-susan-style bearing ring-
track welded onto three posts way up the front down tube,
the seat tube, and the chain-stay.
A second, slightly smaller sprocket may be attached inboard
of the outer sprocket, just like a normal double. (Or the
"derailleur" may be just a chain-guide and you have the
choice between a single outer sprocket, either 52 or 54.)
Unfortunately, the picture just doesn't show things
worth a damn.
So a crank turns a 32-tooth front gear, which engages the
??-tooth track inside a larger ring gear, which has a 52 or
54 tooth outer rim, which pulls normally on a chain that
runs back to a normal set of rear cogs.
The French text just doesn't make any of this clear. It
may be that there are three sizes of inner sporcket available--
29, 32, or 36--and two pairs of outer sprockets whose
outer teeth are 52 and 54, or 55 and 56. (Or Christ knows
what . . .)
Anyway, if it's just a small normal gear on a normal crank
that drives the inner track of a larger reduction gear that
then drives the chain normally, it's a huge waste of time.
A single rotation of the pedals turns 32 teeth, which in
turn rotates the outer sprocket's inner track of ?? teeth a
distance of only 32 teeth. Assuming that the inner track has
42 teeth, the reduction is
32/42. The outer sprocket then turns 32/42nds of its 54
teeth, which means an effective front sprocket of
(32/42) x 54 = 41.1 teeth.
Basically, an inner reduction gear driving a single outer
gear like this will alway provide an overall ratio somewhere
between the smaller and the larger, which is a waste of time
unless you're using gears to span small distances instead of
a chain, as in a spring watch or a computer printer.
Usually, reduction gears are mounted on the outside on
separate shafts, not inside like this, but that would make
the pointlessness of this contraption rather obvious.
Given a bad picture and my cluelessness, the thing may work
quite differently. But there are only three ways to change
how power is transmitted with gears, chains, and cranks.
33) Change the whole transmission ratio in a fixed manner--
more or fewer teeth, additional step-up or step-down
cogs, longer or shorter cranks, larger or smaller
wheels. (That's what this French thing seems to be, an
extra reduction gear.)
34) Change the transmission ratio so that it varies during a
crank cycle--the BioPace oval ring scheme, which has
exactly the same gear ratio as a round sprocket with the
same number of teeth over a single cycle, but which
varies the ratio smoothly during the cycle, raising and
lowering it according to the oval bulge, supposedly to
favor the knees by making things easier when the knee is
most vulnerable or else to allow a higher ratio when the
knee is feeling most powerful. But this doesn't look
like what the French contraption does.
35) Change the whole transmission ratio so that it varies
automatically according to load--a constant velocity or
CVT transmission, which in theory lets Lance stop
worrying about shifting gears and pedal at a steady
rate and load, no matter what the bicycle is doing--
slogging up a mountain, cruising on the flats, or
descending like a bomb, the transmission ratio rises
and falls so that your feet think they're on a
perfectly steady trainer. In practice, such CVT gizmos
are over-complicated, waste power, add weight, and
don't work too well anyway. But the French dingus may
be trying to do something like this. If so, it's
probably just as unsuccessful as the rest.
Ultimately, all transmissions can treated as black boxes
that convert the circular movement of your foot on the pedal
to circular movement of the rear tire on the ground.
Consider a 700c tire connected to an 11-tooth cog connected
by chain to a 53-tooth front sprocket connected to a 175 mm
pedal arm. If you work out the exciting arithmetic, the rear
tire moves 9.3 inches for every inch the pedal moves. Change
to a 26 front sprocket x 34 rear cog and the rear tire moves
about 1.4 inches for every inch the pedal moves.
The fewer gears, chains, levers, belts, and baling wire used
to achieve this, the less energy lost in transmission. A
normal system has a range of transmission ratios as high and
as low as anyone can practically use, so adding more gears
is as self-defeating as Jobst and Andrew suggested.
Carl Fogel