Nehmo
10 kW
The road is flat and the pavement is asphalt. Say you're about to enter a curve (on a 2-wheel vehicle, a bike), you want to negotiate the curve as fast as possible, and you have a choice of aiming for the inside of the curve or the outside.
The outer route gives a larger curve radius - meaning less centrifugal force for the same ground speed, but it's the longer route.
The inner route gives a smaller curve radius - meaning more centrifugal force for the same ground speed (but less centrifugal force for the same angular progression through the curve speed *), and the inner route is actually shorter.
*Let's say the curve were a circle. Then you could term speed through the curve in RPM, revolutions per minute. At the same RPM, the outer route has higher centrifugal force.
So in the real world, factoring in friction and the danger of slipping off the road, which path is preferable? Which side of the curve do you aim for when entering a curve?
The outer route gives a larger curve radius - meaning less centrifugal force for the same ground speed, but it's the longer route.
The inner route gives a smaller curve radius - meaning more centrifugal force for the same ground speed (but less centrifugal force for the same angular progression through the curve speed *), and the inner route is actually shorter.
*Let's say the curve were a circle. Then you could term speed through the curve in RPM, revolutions per minute. At the same RPM, the outer route has higher centrifugal force.
So in the real world, factoring in friction and the danger of slipping off the road, which path is preferable? Which side of the curve do you aim for when entering a curve?
