The real gravity line and the virtual gravity line between two equal mass particles, which orbit around the gravity center forme

Enviado por Geraldo em ter, 01/22/2008 - 08:58.

Energétrons emitted by particle A

Two particles A and B orbit around the center of gravity O created between them. When the particle A occupies the A0 position,
the particle B is on the B0 position, moving in the magnetic field of A.
In a determined time t, the particle B goes from B0 position to B´0 position in its circular orbit, with tangential velocity v.
In this same time t, an energétron of the line of gravity A0B´0, of the gravitational field of A, goes from A0 position to B´0 exerting
in its arrival a force of gravity Fv on the B body, in direction of A0, while the A body goes from A0 position to A´0 position.
The next energétron will be emitted when the particle A occupies the A1 position and the particle B occupies the B1 position.
This energétron of the gravitational field of A will go through the gravitational line A1B´1, exerting on B body a force of gravity Fv
in direction of A1. In the arrival of the energétron on the B´1 position, the particle A will be on the A´1 position.

Thus, any position that the body A occupies in its A0A´0 trajectory will correspond to a position diametrally opposed to the particle B, in its B0B´0 trajectory. In the same way, to any position of the gravitational field of A it will exist an straight gravitational line attracting the particle B in direction of A while the particle A goes from A0 position to A´0, the particle B goes from B0 position to B´0 position.
Then, we conclude that the force of gravity works through straight lines of gravity. We can also observe that the energétrons emitted by A which will reach the B body while it goes from B´0 position to B´10 position, will be creating a curve line of gravity between the B´0A´0 position. In the figure, these energétrons are represented by the dark blue color. This line is virtual, because each one of these energétrons belongs to the straight lines different from the gravitational field of A and none of these energétrons will go through the A´10B´0 curve trajectory.

Energétrons emitted by the particle

The same reasoning applied when the energétrons are emitted by the particle A, is also applied when they are emitted by particle B.

Thus, we conclude that:

1º) It always exist 2 virtual curve lines between two particles
2º) In the exact moment that the energétron emitted by particle A, on the A0 position, arrives at a particle B, on the B´0 position, this particle B has just arrived on the B´0 position and the particle A has just arrived on the A´0 position. This is only possible due to the Cristina effect in the gravity.
Thus, an observer on the particle A, on the A´0 position, sees that in that moment the force of gravity that A exerts on B creates an angle a with the A´0B´0 axle that the particles occupy in this moment, being tang a = .

3º) We observe that none energétron connected the two particles through the diametral axles that connect the particles A and B.

 

 

 

 

 

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