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Neat! I'll be up there too. Maybe we can intorduce. 
what percentage of rake is vertical?Rake matters because radius affects ride height vertically but only a percentage of rake is vertical.
Rake has everything to do with front end feel/stability/steering effort, and rake is affected by changing the ride height on one end of the bike, such as when you go to a taller tire. In order to compensate, you need to raise the forks. However, the forks are on an angle as a result of rake. As a result, you need to use some trigonometry to determine the exact amount to raise the forks.what difference does it make how you measure (axle to floor, diameter, circumference) and what formula you use if you get to same result, radius?
and what rake and offset has to do with it?
I'VE GonE CroSSEyeD!Rake has everything to do with front end feel/stability/steering effort, and rake is affected by changing the ride height on one end of the bike, such as when you go to a taller tire. In order to compensate, you need to raise the forks. However, the forks are on an angle as a result of rake. As a result, you need to use some trigonometry to determine the exact amount to raise the forks.
Yes, you can make a change, ride it, make a small change, ride it again, ad infinitum, and get your bike set up that way. However, being able to use some engineering skills to determine the effects of a change and what else needs to be changed to keep other parameters the same can be very helpful in minimizing the trial and error period.
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P = pitch (degrees)
W = wheelbase (millimeters)
R = tire radius (millimeters)
A = rake (degrees)
F = front ride height at steering stem (millimeters)
K = fork length (millimeters)
Given:
W = 1430
A = 25
R = 503.8
dR = 12
Assumptions:
Steering stem is distance R behind the front axle
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tan dP = dR / W
tan dP = 12 / 1430
dP = 0.48 deg
dF = ( W - R ) * tan dP
dF = ( 1430 - 503.8 ) * tan 0.48
dF = 7.76 mm
dK = dF / cos A
dK = 7.76 / cos 25
dK = 8.56 mm
Alternatively:
dK = ( W - R ) * (dR / W) / cos A
So it seems I was wrong before. Raising the forks 12mm for a 12mm taller tire is too much. You only need to raise them about 8.5mm, all other things being equal.
problem is you did not change just ride height or just rake or just trail.Yes, you can make a change, ride it, make a small change, ride it again, ad infinitum, and get your bike set up that way. However, being able to use some engineering skills to determine the effects of a change and what else needs to be changed to keep other parameters the same can be very helpful in minimizing the trial and error period.
you just ride fast and look pretty, leave rest to us slow people ;Di'm a racer. i dont read that sh!t.![]()
As long as we're talking hypothetically, I would expect that a 120/70 is the same/similar to a 120/60 in terms of distance from the rim's edge to the ground at high angles of lean. However, I would also expect the increased rake in this situation would be offset by the flatter edge profile. Likewise for a softer tire carcass.problem is you did not change just ride height or just rake or just trail.
tire profile may changed which changes the way bike acts. if tire turns quicker do you really need to change ride height? what if tire is taller straight up but same leaned over? or sidewall is taller and more flexing so tire folds under rim when leaned?
yes it can, but end result may not be exactly what science say.The point I'm trying to make is it can be done a bit more scientifically than just trial and error.
I'm obviously part of the minority here, but I agree. I don't have the time, money or knowledge to blow thru X sets of tires before stumbling on the magic combination.Yes, you can make a change, ride it, make a small change, ride it again, ad infinitum, and get your bike set up that way. However, being able to use some engineering skills to determine the effects of a change and what else needs to be changed to keep other parameters the same can be very helpful in minimizing the trial and error period.