Here is a little thought experiment for you.
Create a cylindrical steel tube just wide enough to accommodate a ring device. Make this tube some arbitrary length greater than the length of two pairs of rings and place two ring devices in it, one on top of the other. Now, set it so that the bottom rings always sends to the top rings and is activated by any object falling into it from above.
At the top of this tube, place a mechanism containing a projectile of arbitrary small enough to fit into a ring device. Seal the tube so that it is air-tight and create a vacuum in it.
Now, have the mechanism release the projectile, which should fall though the top rings and into the bottom rings which should send it to the top rings so that it will fall into the bottom rings which will send it to the top rings from which it will fall into the bottom rings and so forth.
Now, acceleration from gravity on Earth is a constant 9.98m/s^2 downward no mater how large an object is. In a vacuum there is no terminal velocity so the only limit to the object's velocity is the light speed limit. Given enough time, this method should be able to accelerate a projectile to relativistic speeds, assuming the device can keep up. Then all one has to do is set the device too teleport the projectile into a set of rings that is pointing at an enemy ship. Since the mass of the body doesn't slow acceleration from gravity, one could create an absurdly large projectile and launch it at absurdly high velocities using this method, although range would be limited.
However, this violates the conservation of energy on its face. As the projectile accelerates, it should take more and more energy to send it back up, otherwise we wind up creating energy from nothing as the projectile accelerates.
Discuss.
Create a cylindrical steel tube just wide enough to accommodate a ring device. Make this tube some arbitrary length greater than the length of two pairs of rings and place two ring devices in it, one on top of the other. Now, set it so that the bottom rings always sends to the top rings and is activated by any object falling into it from above.
At the top of this tube, place a mechanism containing a projectile of arbitrary small enough to fit into a ring device. Seal the tube so that it is air-tight and create a vacuum in it.
Now, have the mechanism release the projectile, which should fall though the top rings and into the bottom rings which should send it to the top rings so that it will fall into the bottom rings which will send it to the top rings from which it will fall into the bottom rings and so forth.
Now, acceleration from gravity on Earth is a constant 9.98m/s^2 downward no mater how large an object is. In a vacuum there is no terminal velocity so the only limit to the object's velocity is the light speed limit. Given enough time, this method should be able to accelerate a projectile to relativistic speeds, assuming the device can keep up. Then all one has to do is set the device too teleport the projectile into a set of rings that is pointing at an enemy ship. Since the mass of the body doesn't slow acceleration from gravity, one could create an absurdly large projectile and launch it at absurdly high velocities using this method, although range would be limited.
However, this violates the conservation of energy on its face. As the projectile accelerates, it should take more and more energy to send it back up, otherwise we wind up creating energy from nothing as the projectile accelerates.
Discuss.
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