B
Bruce Frech
Guest
"Phil, Squid-in-Training" <[email protected]> wrote in
message news:[email protected]...
> Bruce Frech wrote:
> > Find the biggest gear you can use while standing and without pulling
> > up on the handlebars. Then compute as follows:
> >
> > compute the inverse of 4 times the gear ratio.
> >
> > For example if you can climb in a 42-21 then you get 4 * 42 / 21 = 8,
> > and 1/8 = 0.125 = 12.5%
> >
> > Why is this a good guess? 4 = 2 * 2,
> > one 2 is because the crank is about half the radius of the wheel
> > the other 2 is because you apply force about half the rotation of
> > the stroke
> >
> > Then adjust the factor of 4 to suit your style. Perhaps you know a
> > slope of a steep hill, so try to find the biggest gear you can use.
> >
> > You could also try to choose a gear that you can balance (speed =
> > zero) with all your weight on one pedal, and then the slope would be
> > just (radius of crank)/(radius of wheel)/(gear ratio), or 1/(2*gear
> > ratio). But you would have to correct for the ratio of your weight
> > (applied to the pedal)/(total weight including the bike).
>
> So (1/(2*gear ratio)) * (my weight/total weight) would be an appropriate
> number? I might try both methods and see how close they match.
>
> --
> Phil, Squid-in-Training
>
>
The first method is for riding (with a constant of about 4). You ride
carefully but still you only apply vertical force about half the
circumference. And it's easy to use on any hill steep enough to ignore air
resistance. You just have to learn what that constant is for your style.
The second method (with a constant of about 2) is static. You are not
riding but balancing. So it uses all of your force. But this is a hard
method to implement while your buddies are cranking away from you and
laughing.
Bruce
message news:[email protected]...
> Bruce Frech wrote:
> > Find the biggest gear you can use while standing and without pulling
> > up on the handlebars. Then compute as follows:
> >
> > compute the inverse of 4 times the gear ratio.
> >
> > For example if you can climb in a 42-21 then you get 4 * 42 / 21 = 8,
> > and 1/8 = 0.125 = 12.5%
> >
> > Why is this a good guess? 4 = 2 * 2,
> > one 2 is because the crank is about half the radius of the wheel
> > the other 2 is because you apply force about half the rotation of
> > the stroke
> >
> > Then adjust the factor of 4 to suit your style. Perhaps you know a
> > slope of a steep hill, so try to find the biggest gear you can use.
> >
> > You could also try to choose a gear that you can balance (speed =
> > zero) with all your weight on one pedal, and then the slope would be
> > just (radius of crank)/(radius of wheel)/(gear ratio), or 1/(2*gear
> > ratio). But you would have to correct for the ratio of your weight
> > (applied to the pedal)/(total weight including the bike).
>
> So (1/(2*gear ratio)) * (my weight/total weight) would be an appropriate
> number? I might try both methods and see how close they match.
>
> --
> Phil, Squid-in-Training
>
>
The first method is for riding (with a constant of about 4). You ride
carefully but still you only apply vertical force about half the
circumference. And it's easy to use on any hill steep enough to ignore air
resistance. You just have to learn what that constant is for your style.
The second method (with a constant of about 2) is static. You are not
riding but balancing. So it uses all of your force. But this is a hard
method to implement while your buddies are cranking away from you and
laughing.
Bruce