COLLISION OF A FREE PARTICLE WITH A PARTICLE IN A CHEMICAL ELEMENT

Particles do not lie apart on the surface of a chemical element as solid bodies on the surface of a celestial body. And no particles move by “inertia” on the surface of chemical element colliding with particles on its surface, as it takes place with dense bodies on the surface of the celestial body. However, mechanism of collision of a free particle with particles in a chemical element in many points similar to the mechanism of collision of solid or liquid body falling on the surface of a celestial body with other bodies, fixed on the surface of the planet.

Let any particle is at quiescence in the Gravity Field of a chemical element anywhere in the composition of its surface layers. And at the same time with this particle another particle emitted by any element collides.

Particles are emitted by the elements:

1) after collision with an element of a free particle or other chemical element;

2) under influence of a larger Field of Attraction of another element that "tears off" the particles.

In the first case when the particle is emitted as a result of collision its movement after the emission has an inertial character. If herewith this inertially moving particle encounters on the way the Gravity Field of some chemical element, in addition to the inertia the driving factor is the Field of Attraction of the element. In the second case when the particle is emitted by the action of the Field of Attraction of another element, in its motion inertia is absent, and it moves only under the influence of the Field of Attraction.

Trajectory of motion of an emitted particle can either cross with a location of an element with which it collides or pass this element.

In the first case when the particle trajectory crosses with the element the particle moves by inertia. And besides that it is attracted by the Gravity Field of the element, and the speed caused by the emergence in the particle of a Force of Gravitation adds to the speed of inertial motion. I.e. the Force of Attraction adds to the Force of Inertia that leads to the summation of the speed. The falling of the particle is combined with the inertial motion.

In the second case the particle moves past the element, it moves by inertia. I.e. again we need to turn to the Rule of Parallelogram - it will help us to calculate the magnitude and the direction of the resultant force at each time point. In any case, the greater is a Force of Inertia over a Force of Attraction or less, a trajectory of a particle becomes curved - parabolic. And it is directed toward the source of a Force of Attraction. And all because the source of the Force of Inertia is the moving particle itself. I.e. a source of Inertial Force is not located somewhere at a distance. It is here, it's always there. I.e. the particle "turns" in the direction of a chemical element. But this is not necessary that it falls on it. In order to clarify the further fate of the particle, it is necessary to apply the formulas of space velocities. I.e. whether the particle will fly by, leaning slightly, or drop on the element depends on the value of "escape velocity" (the magnitude of Force of Inertia).

At falling on an element inertia of the motion of a particle does not disappear. The degree of transformation remains elevated. And the Inertial Force in this case is also added to the Force of Attraction.

As already mentioned, a function of any elementary particle is to keep around itself a fixed amount of Ether. Particles themselves are transparent to each other. Filling them Ether makes them opaque. Therefore a collision is a contact and a pressure on each other of Ether filling particles.

-------------------------------------------------- ----------------------------------------------

So, in the previous case when free particles collide with each other, they had to overcome the Pressure Force of each other. A magnitude of Pressure Forces is caused by a magnitude of Forces of Inertia of particles.

In this case when we talk about collision of free particles with a chemical element, the Forces that the particles will have to overcome are somewhat changed.

------------------------------------------------------------------------------------------------

Do you remember we talked about elementary particles being in the state of quiescence? In case if the particle includes in a chemical element it is also in quiescence, but only relative to the center of this chemical element. This quiescence, of course, can not be regarded as a truly, because while a particle can be motionless relative to the center of a chemical element, the element can move. So, as you remember, if a free particle collides with a particle at quiescence, the first one starts to move without resistance to the pushing it particle. But if a particle is "at quiescence" is a part of a chemical element, it would resist any particle that tries to shift it from a place. What is this resistance? This resistance is caused by an action of Fields of Attraction of particles with such fields as part of the given chemical element (as well as in others elements of the body, which includes this element). These Fields of Attraction are the cause of emergence in the particle Attraction Forces that actually keep the particle composed of the element.

Resistance of a particle being in a state of quiescence in a chemical element is composed of Attraction Forces caused by the action of Attraction Fields of particles with such fields as part of this element. Fields of Attraction of particles located on the same line are summarized. And such lines in the element we can draw many. A total Gravity Field of a chemical element is always the largest along the line passing through the center of the element. You can name this total Field of Attraction as Centripetal. All these summary Fields of Attraction are the cause of emergence in the particle on the surface of the element of Forces of Attraction. Especially we should highlight the Forces of Attraction caused by the action of Attraction Fields of particles with such fields in contact with a particle at quiescence.

In addition, a chemical element itself is retained in the composition of the planet by Forces of Attraction (bonds) caused by the action of Attraction Fields of surrounding elements. The surrounding elements are elements in the body, to which this element belongs. Also, this is remaining elements of the celestial body, in which this body is included.

All these Forces of Attraction hold the given particle anywhere in the composition of the surface layers of the given chemical element and cause it to resist to the particle colliding with it. I.e. when a free particle collides with a chemical element, its Pressure Force opposes the entire amount of Attractive Forces holding the particle in the given chemical element, and the chemical element in this celestial body. In accordance with The Rule of Subordination to Dominant Force a particle can obey the Pressure Force of a pushing particle only if the Pressure Force is more than all total Forces of Attraction holding the particles in the element. This is impossible. That is why a particle in a chemical element does not start to move in the same direction that colliding with it a free particle. Instead, a free particle in the time of collision stops. Its inertial motion in the last direction (if it is before moving inertially) stops.

There are various options for further developments occurred after the collision of the particles - both for the particle fallen to an element, and to the "stationary" within the surface of the particle. Each particle can either remain as a part of the element – absorbed by it or leave it – to be emitted.