Dan_Cousin
Well-Known Member
- Joined
- Jun 5, 2004
- Messages
- 645
This is basic physics but I'm thinking there is more to this than I am considering.
A 6lb hydro is running 70mph down the straight then makes a perfect 35' raduis turn without losing speed.
the centripetal force required to keep the hydro on that arc is
F = M x (V^2/r)
F is the force in lbs
M is the mass in slugs (6lbs / gravity = mass) = .1867
V is the velocity (70MPH) = 102.66 feet/sec
R is the radius (35feet)
F = 56.2 lbs
Now assuming that the pivot point is the turn fin, and the turn fin is close to the CG of the rigger it should carry most of this force.
Does the fin really see that much force during a high speed turn? Anyone else tried hanging a 50lb weight from their turn fin? not pretty.
A 6lb hydro is running 70mph down the straight then makes a perfect 35' raduis turn without losing speed.
the centripetal force required to keep the hydro on that arc is
F = M x (V^2/r)
F is the force in lbs
M is the mass in slugs (6lbs / gravity = mass) = .1867
V is the velocity (70MPH) = 102.66 feet/sec
R is the radius (35feet)
F = 56.2 lbs
Now assuming that the pivot point is the turn fin, and the turn fin is close to the CG of the rigger it should carry most of this force.
Does the fin really see that much force during a high speed turn? Anyone else tried hanging a 50lb weight from their turn fin? not pretty.
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