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Consider the circumference of a circle being PI*d
Radius (r) = d/2
The distance travelled (assuming it is an arc of a circle,) is : s
The Angle between the start of curve and the end of curve: Q
(PI*d)/(360/Q)=s
If you know the speed, v
The distance travelled, a is simply v/t (t=time)
(PI*d)/(360/Q)=(v/t)
We know
t=1/60seconds
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For the rest I'll need to see your diagram... that's a bad link.
Consider the circumference of a circle being PI*d
Radius (r) = d/2
The distance travelled (assuming it is an arc of a circle,) is : s
The Angle between the start of curve and the end of curve: Q
(PI*d)/(360/Q)=s
If you know the speed, v
The distance travelled, a is simply v/t (t=time)
(PI*d)/(360/Q)=(v/t)
We know
t=1/60seconds
_______________________________________________________
For the rest I'll need to see your diagram... that's a bad link.