Hey guys, I'm here with my new story. I'm reading NASA engineer nick named "Sonny" and he claims if we have warp, we need a different shape of the ring. But why is that? And can we prove it by math? What is more by middle school math? Everybody can imagine ellypse equations from the secondary grammar school. Now let's together think why this equation lowers mass needed for warp. If we imagine radius of ring it is compounded from 2 parts, it is A and B part. Then if you imagine sum of these parts as acceleration vector given by both parts, you're getting from eqn simple r=1/a^2+1/b^2, all right let's sum it up, getting: (a^2+b^2)/(a^2 x b^2) And now we're getting it: 1/r= something multiplied by big squared number a^2b^2. Then if we have constant grip of space ship using our warp, we are getting eqn F=ma, but if F of motor is constant, we must preserve also multiplication of eqn, where if a> then m< And this is the trick of "Sonny's" idea, that we need different shape of warp ring :) That's all folks! Oh btw, where can we see this principle in physics? Warp? Did u try to move vacuum cleaner hose towards wardrobe stand? Slowly moving towards towards and bang this hose jumps forward. That is because space in front of this hose is shrinked, and this is warp principle == to shrink time space in front of the space ship and to jump forward. And now that's all folks :D

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