| Is it possible to travel
with speed greater than lightspeed?
Einstein seemed to have proofed that mass and energy are somehow the same.
We assumed, that mass or energy influences the form of the torus skin
in our model.
We have seen that it seems, that we are moving along the mesh of the torus.
Knowing the torus mesh
is bended to future when treated with energy, it requires a finite amount
of energy to bend it in a way before our bicycle driver, that the “operational
moving vector” stays the same as if he would move slower. In fact
we could create something like big wave on the torus surface at a certain
point and let our bicycle driver “surf” on it with up to light
speed not encountering any of the problems seen before this time.
The wave would accelerate him until he would reach s.o.l
So a big energy generator could
create such a wave creating a hyperpath for a
spaceship that surfes and constantly accelerates on the wave, enabling
it to move at last with lightspeed.
But what if we would like to
move beyond s.o.l.
This is a little more tricky without breaking the existing laws of physics
and relativity.
If we can not move faster in the first place, it might be possible to
use a shortcut.
Using a big but concentrated energy impulse right before our bicycle,
and a second smaller one, and assuming, that the torus particles follow
the physical laws so they would have a inertia of mass in the fourth dimension,
this would result in a elastic over-oscillation. If now the amount of
both impulses would be perfectly synchronized the torus skin would bend
in a way that a kind of closed pocket will occur and maybe for a certain
time giving way to move from one side of the pocket to the other.
This procedure could, dependant
on the amount of energy spent and the amount of times repeated, dramatically
shorten the passage, giving way for hyper speed travel. As a result, a
travel with theoretically almost no physical limit, as long as enough
energy is available, would be possible without harming any existing physical
law.
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