Les Newcomer
On Training Wheels
My wife found this in a keepsake box of her grandfathers. He may have used it, he may have bought it at a church rummage sale. Whether he did it, or someone else, there's no question, they cyclometer got around! Or did he?
Now the mystery:
From a Veeder manual an M28S (Model 28 Short) should make 72.8 revolutions per 1/10 of a mile.
Mine makes 16 per 1/10. Not a typo: sixteen revolutions per 1/10.
So if this measures in miles, then the wheel comes closer to 2.8 meters in diameter! (actually 10.46ft,)
and assuming it was measuring kilometers doesn't fit either.
and I can't find a unit of measure equal to 1172.8ft
The obvious answer is "it's not a bicycle cyclometer, it was geared for a machine." But then why is it marked M28S? Shouldn't it either not be marked or marked 'Special' or "160:1" ??
If a true 28" tire gets 720 revolutions per mile and this one 160, then we have a 4.5:1 ratio. Does that fit any bicycle crank-to-hub ratio? Could this be mounted on the crank? (Yeah, I know, not practical, and certainly not with the standard hub style bracket.)
So, two questions:
a. When was it made?
b. Why the odd ratio?
Now the mystery:
From a Veeder manual an M28S (Model 28 Short) should make 72.8 revolutions per 1/10 of a mile.
Mine makes 16 per 1/10. Not a typo: sixteen revolutions per 1/10.
So if this measures in miles, then the wheel comes closer to 2.8 meters in diameter! (actually 10.46ft,)
and assuming it was measuring kilometers doesn't fit either.
and I can't find a unit of measure equal to 1172.8ft
The obvious answer is "it's not a bicycle cyclometer, it was geared for a machine." But then why is it marked M28S? Shouldn't it either not be marked or marked 'Special' or "160:1" ??
If a true 28" tire gets 720 revolutions per mile and this one 160, then we have a 4.5:1 ratio. Does that fit any bicycle crank-to-hub ratio? Could this be mounted on the crank? (Yeah, I know, not practical, and certainly not with the standard hub style bracket.)
So, two questions:
a. When was it made?
b. Why the odd ratio?