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You inject some gas into the cylinder below the disk. The disk will
rise until the pressure reduces to equal the weight of the disk. At this point, the system is in equilibrium. What momentum transfer is required at this point to maintain the weight of the disk? The disk is constantly transferring momentum to the air below it, which is transferring it right back after bouncing off of the floor. The disk gets the momentum to transfer by beginning to fall down (due to gravity) and that increases the pressure (the cumulative force of all the gas molecules crashing into the disk). If you remove gravity, the disk will start to accelerate upwards from the pressure, due to transfer of momentum from the gas to the disk, which is not counteracted by gravity. If the disk is massless, then the same thing will happen. If the temperature is lowered, the disk will fall because the molecules will not have sufficient (thermal motion) momentum to counteract the disk's force. The falling disk will impart momentum to the gas molecules (increasing the temperature, or momentum per collision) and will compress the gas in the cylinder (increasing the pressure, or number of collisions per area) until equilibrium is once again attained, at a lower altitude. If the hollow cylinder has no bottom but is infinitely long, and the disk still somehow has weight, then the disk will simply fall, imparting its momentum to the gas molecules (which won't become compressed since the volume is not increasing, and whose increase in temperature will be dissipated over an infinite supply of gas. A terminal velocity will be reached which will depend on the gas density. Jose -- Money: what you need when you run out of brains. for Email, make the obvious change in the address. |
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