- Sep 28, 2009
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that's right, it's time for buoyancy. please post original works, original meaning that the buoyancy can be calculated using Archimedes' principle.
here I go
"Endless Chasing"
by Lance
Given that you have a car and a balloon filled with helium floating inside the car. If you were to accelerate in direction x, the air inside the car (due to inertia) moves in direction -x, which is to say, the opposite of x. Because of the effects of buoyancy within the vehicle, the helium filled balloon will be moved by the air opposite the direction the air is moving (-x). Therefore the balloon will move in direction x, same as the acceleration as the car. This means that a helium filled balloon inside a moving car will drift in the direction of the car's acceleration, assuming the car is sealed.
This is caused by the buoyancy of the air. The motion of the air causes the volume on one side of the balloon to become more dense than it was previously, exerting its force on the balloon in the opposite direction of the air's motion. This motion is similar to the act of throwing a wooden plank into a pool half filled with water and filling the pool further. The plank moves opposite the direction of the water, just like how the balloon moves opposite the direction of the air. As we know, air is a fluid, therefore the above is an example of buoyancy.
See fig 1.1 for an illustration
here I go
"Endless Chasing"
by Lance
Given that you have a car and a balloon filled with helium floating inside the car. If you were to accelerate in direction x, the air inside the car (due to inertia) moves in direction -x, which is to say, the opposite of x. Because of the effects of buoyancy within the vehicle, the helium filled balloon will be moved by the air opposite the direction the air is moving (-x). Therefore the balloon will move in direction x, same as the acceleration as the car. This means that a helium filled balloon inside a moving car will drift in the direction of the car's acceleration, assuming the car is sealed.
This is caused by the buoyancy of the air. The motion of the air causes the volume on one side of the balloon to become more dense than it was previously, exerting its force on the balloon in the opposite direction of the air's motion. This motion is similar to the act of throwing a wooden plank into a pool half filled with water and filling the pool further. The plank moves opposite the direction of the water, just like how the balloon moves opposite the direction of the air. As we know, air is a fluid, therefore the above is an example of buoyancy.
See fig 1.1 for an illustration
