Graceli theory of layers of curved fields and fields of hemispheres.



The stars move in layers fields and fields hemispheres, which are fed back every second by new tiny quantum fields and thermal radiation and other radiation in space.


 The layers we see clearly in atmospheric layers, and in the asteroid belts layer.

Another point is the north south hemispheres that splits the fields, we see this clearly on the slopes of orbits and rotations, and rings, and atmospheric layers on the pole of Jupiter, and other stars ..


Imagine a motorcycle within a sphere where this motorcycle speed needs to maintain its orbit motorcycle. In this we see that we have the curved eapaço, but the curved field in the form of layers, and that the increase of size of the layers needs greater strength to develop orbits,


 Or seja.Quanto farther need compelling action to produce speed to maintain the operation and permanence of orbit and speed, so that the more distant the speed gradually decreases.


Herein we have.

Degree of curvature of the layers of the fields.

Force fields for action, not the inverse of the square, but divided by the progression.
Speed ​​and acquired inertia.


That is, what we have are speed that develop inside layers fields. And that fields also has repulsive action, this is confirmed when asteroid clusters approach Jupiter and are expelled out. And this also happens in all perihelia of the planets as they approach the sun.

O = gcccG + fc [a, r] + v + i [+ hns] / [d /π/ p].



Orbits = degree of curvature layers graceli + force field positive and negative field + + inertial speed acquired within graceli layers.
Divided by distance by pi, and progression.
Hns = hemisphere north and south.


Pay attention that here the field is attractive and repulsive action, which is curved is the field that is in layers, and the speed and inertia become part of the formula, and on the other hand we have the away not by the square, but a progression, since the square we have is a huge discrepancy. And we have the division of fields hemispheres, as this is confirmed in the mercury rings, not action of the equinoxes pulling back the star to its orbit.



Is confirmed the action of the curved graceli field layers in the ocean tides of the earth when the moon is at new moon, ie, before finding the new moon solar radiation hits the layers of fields of the moon and go on your way.


This can also be confirmed in lunar eclipses and variations of mercury recession that never repeat themselves.

Teoria Graceli das camadas de campos curvos e hemisférios de campos.

Os astros se movimentam em camadas de campos e hemisférios de campos, que são realimentados em cada segundo por novos campos quânticos ínfimos e por radiações térmicas e outras radiações no espaço.

 As camadas vemos com clareza nas camadas atmosféricas, e nas camada dos cinturões de asteróides.

Outro ponto são os hemisférios norte  sul que se divide os campos, isto vemos com clareza nas inclinações de órbitas e rotações, e nos anéis, e camadas atmosféricas no pólo de júpiter, e outros astros..

Imagine uma motocicleta dentro de uma esfera, onde esta motocicleta precisa de velocidade para manter a órbita de sua motocicleta. Nisto vemos que temos não o eapaço curvo, mas o campo curvo em forma de camadas, e que conforme aumenta o tamanho das camadas precisa de maior força para desenvolver a orbita,

 Ou seja.Quanto mais distante é necessário maior ação de força para produzir velocidade para manter o funcionamento e a permanência da orbita e da velocidade, por isto que quanto mais distante a velocidade diminui progressivamente.

Nisto o que temos.

Grau de curvatura das camadas dos campos.

Força de campos em ação, não pelo inverso do quadrado, mas dividido pela progressão.

Velocidade e inércia adquiridos.

Ou seja, o que temos são velocidade que se desenvolvem dentro de camadas de campos. E que os campos também tem ação de repulsão, isto se confirma quando aglomerados de asteróides se aproximam de júpiter e são expelidos para fora. E isto também acontece em todos os periélios dos planetas quando se aproximam do sol.

Ó = gcccG + fc [a,r] + v+ia  [+ hns]/ [d//π/ p].

Órbitas = grau de curvatura de camadas de campos Graceli + força de campos positiva e negativa + velocidade + inércia adquirida dentro das camadas Graceli.

Dividido por distância por pi, e por progressão.

Hns = hemisfério norte e sul.

Preste atenção que aqui o campo tem ação  de atração e repulsão, o que é curva é o campo que se encontra em camadas, e que a velocidade e a inércia passam a fazer parte da fórmula, e por outro lado temos a distância não pelo quadrado, mas por uma progressão, pois pelo quadrado o que temos é uma enorme discrepância.  E temos a divisão dos campos em hemisférios, pois isto se confirma nos anéis de mercúrio,e  não ação dos equinócios puxando de volta o astro para a sua órbita.

Se confirma a ação do campo Graceli curvo de camadas nas marés oceânicas da terra quando a lua se encontra em lua nova, ou seja, antes de encontrar a lua nova a radiação solar bate nas camadas de campos da lua e prosseguem o seu caminho.

Isto também é possível se confirmar em eclipses lunar e nas variações da recessão de mercúrio, que nunca se repetem.

Graceli theory of layers of curved fields and fields of hemispheres.



The stars move in layers fields and fields hemispheres, which are fed back every second by new tiny quantum fields and thermal radiation and other radiation in space.


 The layers we see clearly in atmospheric layers, and in the asteroid belts layer.

Another point is the north south hemispheres that splits the fields, we see this clearly on the slopes of orbits and rotations, and rings, and atmospheric layers on the pole of Jupiter, and other stars ..


Imagine a motorcycle within a sphere where this motorcycle speed needs to maintain its orbit motorcycle. In this we see that we have the curved eapaço, but the curved field in the form of layers, and that the increase of size of the layers needs greater strength to develop orbits,


 Or seja.Quanto farther need compelling action to produce speed to maintain the operation and permanence of orbit and speed, so that the more distant the speed gradually decreases.


Herein we have.

Degree of curvature of the layers of the fields.

Force fields for action, not the inverse of the square, but divided by the progression.
Speed ​​and acquired inertia.


That is, what we have are speed that develop inside layers fields. And that fields also has repulsive action, this is confirmed when asteroid clusters approach Jupiter and are expelled out. And this also happens in all perihelia of the planets as they approach the sun.

O = gcccG + fc [a, r] + v + i [+ hns] / [d /π/ p].



Orbits = degree of curvature layers graceli + force field positive and negative field + + inertial speed acquired within graceli layers.
Divided by distance by pi, and progression.
Hns = hemisphere north and south.


Pay attention that here the field is attractive and repulsive action, which is curved is the field that is in layers, and the speed and inertia become part of the formula, and on the other hand we have the away not by the square, but a progression, since the square we have is a huge discrepancy. And we have the division of fields hemispheres, as this is confirmed in the mercury rings, not action of the equinoxes pulling back the star to its orbit.



Is confirmed the action of the curved graceli field layers in the ocean tides of the earth when the moon is at new moon, ie, before finding the new moon solar radiation hits the layers of fields of the moon and go on your way.


This can also be confirmed in lunar eclipses and variations of mercury recession that never repeat themselves.