Heisenberg Uncertainty Principle

Some background information is needed to understand this principle by Werner Heisenberg.

Magnetic Bar
Imagine a small iron bar. As opposing Rays hit the atoms, they convert to Magno. The lines of Magno leave one end of the bar and circle around to enter the other end of the bar. We call this field a magnetic field. The incoming magnetic lines combine into a perpendicular Ray, this new Ray leaves the bar at the other end. In the AV model, we call this exit end the North pole, and the other incoming end is the South pole. The magnetic field acts as a catalyst so incoming opposing Rays can convert to a perpendicular outgoing Ray.

Test for Ray
Firmly set two bar magnets about two inches off a flat surface. Arrange the opposing poles about three inches apart. Now slowly slide a radiometer between the opposing poles so that the vanes on one side of the vertical pivot pole are between the magnetic poles and watch it turn.
If the vanes do not turn, slide the radiometer in from the other side. Rays leave the North pole and heads for the South pole. When Rays hit the black vanes, they will convert to Linear motion and cause them to rotate.

Shells
There are three sizes of Shells known as: Atom, Neutron, and subNeutron. They are the same except for their sizes.

Atoms
Imagine a small magnetic bar. Let it rotate in a vertical plane at the speed of light. Magnetic lines leaving the North pole loop back to South pole. These loops are like piles in a carpet. Now rotate the bar in a horizontal plane at the speed of light. Now reduce the length of the bar to zero so that nothing but the piles remain. This is a mass of one and is known as an atom. The piles form a near continuous surface which in the AV model is a Shell. The perpendicular rotations at the speed of light represent the c squared in Einstein's equation,
E = mcc.

Neutrons
During a compression period of our cyclic school, i.e., physical universe, a similar type spinning produces an atom. The early atoms soon reconvert to Space, but eventually some begin to endure. When this happens, the process repeats itself inside these atoms to produce neutrons. There is one neutron per atom, and we call them Hydrogen atoms.

SubNeutrons
When a Hydrogen atom reconverts to Space during a compression period, the neutron becomes free. When this happens, the process repeats itself inside the neutron to produce a subNeutron. We could call this unit a subHydrogen atom.

Free Units
It is possible to have Shells with no inner Shells. For example, a subHydrogen neutron reconverts to Space leaving the subNeutron free. A black hole is a large collection of subNeutrons. They assure that everything will reconvert to Space eventually.

Electron
At a mass center during an expansion period, incoming, opposing radial lines of Gravity convert to expanding spheres of Space. Unopposed incoming radial lines of Gravity convert to Linear motion. In addition, there is a small conversion to Ray. Ray moves from the center to the surface and reconverts to Space. This creates a local disturbance on the surface. As Ray rotates within the atom, the local disturbance also rotates. It appears to orbit the center, and we call it an electron. The electron appears negative because Ray is on the other side.

Light E-M
Repeat this process for a neutron inside and atom. In this case, the Ray does not convert to Space because of the high density of fields that define the atom. Ray converts to a point about which oscillates the fields of Electro and Magno, i.e., the electromagnetic field. We call this point a photon. It has no mass. Gravity cannot affect it. The photon moves outward an expanding sphere of Space like a surfer riding a wave. The unopposed incoming lines of Gravity convert to Spin.
Part of this Spin causes the neutron to obit in the atom. Part of this Spin rotates the Ray within the neutron. There may be more than one rotating Ray. Looking at the neutron, the light, or stream of photons, appears to be an expanding in a spiral.
The amount of energy in a photon depends on the amount of incoming energy or fields. The release of a single photon in a given direction is rare.

Light D-L
Repeat this process for a subneutron inside a neutron. In this case, Ray converts to a point about which oscillates the fields of Kone and Magno. Our eyes did not evolve to detect this light so we call it Dark-Light. There are dark-light suns and planets. Sun spots are an example of dark-light.

Heisenberg Uncertainty Principle
The position and momentum of a particle cannot be simultaneously measured with arbitrarily high precision.

Now consider an atom surrounded by other atoms. This atom of interest is generating expanding spheres of Space and is surrounded by similar Space generating atoms. In addition, it is in a sea of Rays and magnetic fields, some of which attract and some repel. Unopposed lines of incoming Gravity are also trying to move the atom. To measure a position, one needs a steady permanent point of reference, and there are none.

Momentum equals mass times velocity. Mass pertains to the number of Shell centers in an object. For example, a Hydrogen atom normally has two centers, but when co-located at the center, they count as one. On average, they count as 1.00797 which is its atomic weight. But for any given Hydrogen atom, there could be zero or more subneutrons. In addition, Ray can hit the center of the atom from any direction and change its velocity. Unopposed lines of incoming Gravity are also trying to move the atom.