houdini
Apr 11, 2005, 07:31 PM
Here's something I've thought about which has me (and a few others I've talked with) stumped. It may sound silly at first, but if you look at the situation analytically, it will get you thinking.
Suppose you are driving your car on a perfectly flat, straight and level road going due north. There is a constant 30 knot crosswing blowing due west. Obviously, when the car is stationary, the force from this wind isn't strong enough to move the car any distance to the west.
But when you begin to drive north on this road at any appreciable speed, the wind will now have an effect on your car, pushing it to the west which you will have to compensate for by steering into the wind.
My question: Why does the car have to be in motion before the wind can actually push it off its straight line course? After all, the wind exerts the same force against the side of the car both when it is stationary and in motion.
I realize there is a quirk when it comes to static friction coefficients being higher than dynamic coefficients (meaning there's less friction between the car's tires and road when it's in motion) but this is insufficient to explain what is happening in this example.
Anybody have any ideas?
Suppose you are driving your car on a perfectly flat, straight and level road going due north. There is a constant 30 knot crosswing blowing due west. Obviously, when the car is stationary, the force from this wind isn't strong enough to move the car any distance to the west.
But when you begin to drive north on this road at any appreciable speed, the wind will now have an effect on your car, pushing it to the west which you will have to compensate for by steering into the wind.
My question: Why does the car have to be in motion before the wind can actually push it off its straight line course? After all, the wind exerts the same force against the side of the car both when it is stationary and in motion.
I realize there is a quirk when it comes to static friction coefficients being higher than dynamic coefficients (meaning there's less friction between the car's tires and road when it's in motion) but this is insufficient to explain what is happening in this example.
Anybody have any ideas?