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Centrifugal Force?
Hi,
What's the math behind the centrifugal force on a bike? I think it's something like as you gain speed on a bike the centrifugal force makes a horizontal force which you can sort of lean on, thus reducing the amount of energy you have to expend to keep it from falling over. It's like standing on a 3 inch traffic cone as opposed to a 4 foot traffic cone. Eh? |
you don;t necessarily expend ANY energy to balance
wle |
What you're really talking about is "angular momentum". As a wheel rotates, the momentum of the spinning rim tends to hold it in the same plane. The faster you go, the more the bike wants to stay upright.
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Centrifugal force does not exist.
http://phun.physics.virginia.edu/top...ntrifugal.html |
Gyroscopic precession keeps the bike upright when it's moving. http://en.wikipedia.org/wiki/Precession
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Originally Posted by Paul01
(Post 14302179)
Gyroscopic precession keeps the bike upright when it's moving. http://en.wikipedia.org/wiki/Precession
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Originally Posted by Homebrew01
(Post 14302331)
I think has more to do with the rider balancing.
The basic means of balancing a bike is the same one we use when we walk. We constantly adjust our body so that our center of gravity is located above our contact point with the ground. If you feel yourself falling forward, then on the next step you put your foot farther forward to maintain your contact point under your center of gravity. Similarly, if you feel yourself falling to the left you move your feet that way on your next step. Same when riding - if you are falling a bit to the left you steer the bike in that direction so the center of gravity is again over the line joining the contact patches of the wheels and balance is restored. The bike's geometry automatically helps as well. Lean a bike a bit to the left and the front wheel will tend to turn in that direction. So when the bike starts falling there is a tendency for it to immediately steer in the direction of the fall and restore balance. This is more effective at higher speeds since then even a tiny turn results in a significant move in that direction whereas at slow speeds the bars would have to turn much more to restore the balance. |
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