The Orientation of Point-Volumes Surrounding a Charge

When you are interested in physics you must read “Unbelievable“!

When there is a charge in space the shown non-orientation in  figure 2  of the point-volumes will be influenced. Vacuum is able to contain fields (field-theory) like the electrostatic field presented in vacuum the dielectric constant. The charge in vacuum will initiate dielectric displacement in the point-volumes. The electric field will influence the orientation of the point-volumes. In  figure 3  we demonstrate that the energy of the charge influences the point-volumes.

The point‑volumes are responsible for transport of the electric field according to the laws of physics. Dielectric displacement is achieved in the point‑volumes and distributed over space. One can imagine that at the QD level space is not homogeneous and quantification is inevitable.

Figure 3. The orientation of point‑volumes around a charge

The orientation of the point‑volumes around the charge will minimise the energy level according to physics laws. The non‑orientation of figure 2 has disappeared.

The reader can see that the space around charge +Q  cannot be filled homogeneously anymore with point‑volumes. The orientation of the sketched 6 point‑volumes around the charge in  figure 3  is still comparable with field‑free point‑volumes in  figure 2, but the circle of 12 point‑volumes around +Q  cannot be found in the field/energy‑free vacuum of  figure 2.

The tension of the electric field draws the point‑volumes towards +Q  and at the same time orientates the point‑volumes or “ether” as far as possible into a bulb‑shape orientation.

Next chapter: The Quantum Distance and the Second Quantum Dimension (Compton-radius)