Hi Mate,
Many thanks for your info, unfortunately, being of limited mathematical abilities, calculating that equation is well beyond my abilities! I have been scouring the net high and low for a calculator when I can just input the figures, and it gives you an awnser, but I can’t find one.
You are obviously a bit of a ‘jet’ on this front, would you be able to provide the answers for the adjusted ball weights for points 1-6? Any help would be appreciated!
Weights based on average weight Mountain Bike being 12kg
Plus weight of Gripsport = 30Kg for van rack and bolt on mount
So total of 12kg per bike, plus 30kg for the bike rack
Based on laden ball weight being 225kg PRIOR to any bikes being added
So new ball weight would include existing ball weight of 225kg
1. Adding two bikes to A-Frame (+54kg) no bikes to rear bumper, ball weight changes from 225kg to approx :
2. Adding two bikes to A-Frame (+54kg), two bikes to rear bumper (+54kg), ball weight changes from 225kg to approx :
3. Adding two bikes to A-Frame (+54kg), one bike to rear bumper (+34kg), ball weight changes from 225kg to approx :
4. Adding two bikes to rear bumper (+54kg), nil to A-Frame, ball weight changes from 225kg to approx :
5. Adding two bikes to rear bumper (+54kg, one to A-Frame (+34kg), ball weight changes from 225kg to approx :
6. Adding two bikes to rear (+54kg, nil bikes to A-Frame, ball weight changes from 225kg to approx :
baz1,
To work out the difference in ball weight due to the bikes:
Reaction R = [(A x C) - (B x D)] / Z
Where:
R = Reaction at the ball (kg)
A = Weight of bikes + front rack (kg)
B = Weight of bikes + rear rack (kg)
C = Distance of A from van axle (m)
D = Distance of B from van axle (m)
Z = Distance of R from van axle (m)