1olbull
Riding Motor Since 1950
Rocket
Freak, I like the way you put it. Baggagel how sharp are these cornners that your taking at 70mph? Are they soft turns? Or sharp because if there sharp I don't thing I'll go that fast for the fear of being part of the pavement.
Cane & Any others interested,
FYI - This cannot really be a sharp curve if you can do it at 70 mph.
Example - The Critical speed formula to determine the maximum speed for a given curve radius is Cs=Sqrt/15xRx(f+-m).
Cs = Critical speed
Sqrt/ = square root symbol
15 = the constant
R = radius of curve
f = friction value
m = slope in direction of sideslip
To keep it simple, consider: a level flat road surface (no slope or super elevation) with an average friction value of .75g
To determine is the minimum (sharpest) radius your motor could do at a maximum of 70 mph.
re iterate the formula to solve for Radius (R=Cs squared / 15Xf) = 435 feet.
Also important is what your lean angle would be at 70 mph in a 435 foot radius curve?
A = Ssquared / 15XR where A is the tangent of your lean angle, S is your Speed, 15 is the constant and R is your radius.
A = .750957854 and the reverse tangent of that is 37°.
Can your motor do this lean angle?
Most important is can YOU do this?
For perspective, I have attached is a scale diagram of a 435 radius compared to a Harley Ultra Classic and of a 37° lean angle.