Ok so first idk what dimension X is (like some made up ether that exists outside of space time?) but you can't ignore stuff that happens in the 4D manifold because that's literally what the space-time model is, I was talking about both the forces that exist under normal space conditions that cause this phenomenon to occur AND the stuff that who knows maybe might exist outside of it. But anyway I looked up the mathematical definition of how to actually calculate the interval between two different points in it, which is called 's' and is defined by
s^2 = delta r^2 - c^2 * delta t^2, where the displacement vector r is composed of some coordinates x, y, and z.
So lets just define some local points x0, y0, z0, t0, and t1 where t1 = t0 + 10 mins, so since we know the object is defined t = t0, t1 but not t0 < t < t1 then we know s has to be real for (x0, y0, z0, t0) and (x0, y0, z0, t1) but imaginary for (x0, y0, z0, t0 < t < t1). So for the imaginary case, c^2 * delta t^2 has to be greater than delta r^2. The easiest solution to this is when the displacement vector is zero, so by the time we hit t1, delta r^2 obviously can't be zero because t1 is 10 mins greater than t0 so the object had to have moved somehow, so its not going to be in the exact x0, y0, z0 coordinates after 10 minutes but like going back to what I was saying in my original post that literally doesn't mean anything because those points lose their meaning every split second because of the expansion of space and all these other things we don't know about so either we have a ball and make up wierd ass wormhole or spaceship solutions that conveniently solves the problem with whatever answer we wan't or we accept we'll never know what the hell happened to the thing or ask our alien friends for some 4D or dimension X movie glasses and go from there
24-Feb-2017 00:05:57
- Last edited on
24-Feb-2017 01:54:00
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A13d