antigravity.it
Title
: Trying to increase the velocity of
tankless rockets
In various space missions, various systems to take energy from the environment have been attempted.
In
them,weak electromagnetic forces made a part space-rocket and satellite
appliances work.
The
principle was to load some mediating condensors
with these very weak electromagnetic forces.
The
impulse of energy was constant. The wasn’t any fluctuation of electro-magnetic
fields.
D.D.P.
was necessary for little tasks.
Based
on this principle, the lines of variable terrestrial, lunar, and solar forces
(Electric Magnetic ,Gravitational ,Anti-gravitational ,) which in certain
moments are of maximum energy ( sinusoidal Law,) can be followed, therefore
being able to load motors “in flight” discontinuously.
My
theory is as follows:
A
rocket can be accelerated to the speed of light if we make it
rotate in the path of an ellipse which has one of its two centers in the sun and
the other on the earth.
The
rocket’s velocity will be accelerated due to the variable electromagnetic
fields.
The
program I am trying to ellaborate will be named Raffaela, my wife, in her honor.
In
conservative energetic field
however there may some start and
end points of discontinuity.
The
hypothesized equation at the beginning represents a set of forces which become
activated only when there are
conditions
of critical velocity.
S`D
B`Y
+ S`D
A`Y
= 0
where
`D
A are the repulsive forces of the system.
where
`D
B are the attractive forces of the system.
Their
sum ,being a conservative field, is equal to zero.
Normal
gravitational forces, -DG
Weak
gravitational forces -DG
Strong
gravitational forces -DG
Normal
antigravitational forces, +DG
Weak
antigravitational forces +DG
Strong
antigravitational forces +DG
Normal
electro-magnetic forces, +DH
phase -
Weak
electro-magnetic forces +DH
phase -
Strong
electro-magnetic forces +DH
phase -
Normal
electro-magnetic forces, +DH
phase +
Weak
electro-magnetic forces +DH
phase +
Strong
electro-magnetic forces +DH
phase +
The
phenomenon is as follows:
The
faster the rocket or wave goes the less its loss of energy.
It
can be compared to a tennis ball. The harder it hits a wall, the less it bounces
before it gets back the starting point.
On
the other hand, the softer it hits, the more it bounces on the way back.
The
slower the expulsion of a rocket into the path of an ellipse ( sun and earth,)
the more gravity will slow it down
With
this system, we can accelerate the missile nearly to the speed of light and send
it to Mars.
This
theory is not demonstratable in the conditions of earth
as of yet due to air resistance.