THE NATURE OF MATTER

PHYSICS MYSTERIES EXPLAINED PART III

THE ROTATION OF ENERGY
C
HAPTER 9

THE ROTATION OF ENERGY

The deduction of the Unit Particle of Matter Substructure Theory, and the subsequent distinction between matter and energy as components of Standard Model particles provides a physical cause for the mathematics of the quantum wave function of a given particle, which is that the math describes the motion of the energy within the particle structure.

The wave function of a particle is a mathematical description of the rotation of energy bound within the particle structure.

The deduction of the Unit Particle of Matter Substructure Theory, and the associated distinction between matter and energy as components of Standard Model particles, elucidated a pattern that energy is at all times is hosted by a unit particle of matter. It is proposed that energy must at all times be hosted by a unit particle of matter.

The quantum wave function of a particle is fundamentally a description of the motion of energy bound within the unit particle of matter substructure of the particle.

SINGLE NODE ENERGY ROTATION

Single node energy rotation is defined as a rotation that which equals one half of the wave length of the wave function.

Single node energy rotation requires that the energy make two 360 degree rotations to be in the same phase as at the start of the rotation because one 360 degree rotation only equals a 180 degree phase shift in the wave function. Single Node Loop of an Electron

Single node energy rotation requires that the energy make two 360 degree phase rotations to be in the same phase as at the start of the rotation because one rotation is only half the wavelength. After one 360 degree rotation of energy, the wave function is 180 degrees out of phase compared to the start of the rotation.

The following plots give an idea of what it might look like if energy in Kepler rotation was a wave of energy. Since energy is known to be organized in quanta, it is not unreasonable to consider the possibility that the wave packet might be composed of a given number of individual energy particles bound to a common center of matter with the motion of each energy particle making the wave. In the case of a great number of individual energy particles making the wave packet, it is easy to visualize from the plots how the wave packet would disperse and revive as individual energy particles came into or out of phase. The Picture Book of Quantum Mechanics
Second Edition by Siegmund Brandt and Hans Dieter Dahmen
published 1994 by Springer-Verlag

The above plots of the fractional revival of a wave packet are from The Picture Book of Quantum Mechanics by Siegmund Brandt and Hans Dieter Dahmen published in 1994 by Springer-Verlag. The plot are of the quantum mechanical probability density in the Kepler plane for various fractions of the revival time.  The plots above of a three dimensional wave packet are plots of the fundamental harmonic, and the first and second harmonics.

If you imagine the higher harmonics superimposed on the fundamental, then you can imagine a more realistic picture of quantum mechanical energy rotation within a particle structure.

ENERGY ROTATION IN ELECTRONS Energy rotation for electrons works like this:

after 1 rotation the phase of the energy is 180 degrees out of phase from the start
after 2 rotations the phase of the energy is 360 degrees out of phase from the start
- or back in phase

The evidence that rest mass is a closed loop is precisely that the loops only occur at harmonic intervals, as in the electron. The harmonic intervals of resonance manifest feedback, which is a property of a closed loop.

Quantum Angular Momentum

Quantum angular momentum is not analogous to rotation of a solid body such as a planet. The rotation of energy around an electron through 360 degrees does not return the electron back to the same phase as at the start of the rotation, as it takes another 360 degree rotation to return the electron to the same phase as when the rotation started.

Speculation on Electron Internal Structure

Electron = (a negative unit of matter) + .51 MeV = negative unit matter host + .51 MeV of structural energy

The electron energy could be speculated to be in several forms within the electron.

1. The energy units could be bound directly to the electron singlet host.
2. The energy units could be bound as photon of energy which are then bound to the singlet host.

The energy units well could be unit photons with the energy bound on a doublet structure, however, the electron has its energy bound to a singlet unit particle of matter. Therefore, the electron is the first structure made with a singlet substructure, and it takes energy which is actually bound first to doublets in the form of unit photons, and then in a secondary way, the unit photons are bound around the singlet unit particle forming the electron substructure.

The energy of the electron is bound in secondary rotation around the singlet unit particle forming the electron substructure, as opposed to the direct bind of the energy to the doublets of the unit photons within the electron.

Non-Locality of Energy in the Electron

When the energy units travel in rotation about a host unit particle (which is described by the wave function) a channel or force free path can be postulated to be cleared in the closed path. Within the cleared path, the location of the energy units is given by the probability of the wave function. The key point is that due to non-locality within the wave function, we can be sure that the energy units within the wave function are non-local. Non-local implies either magic or verymuch faster than light speed unit energy particles carving the wave function which are as a bundle are so fast as to be called non-local.

A force free path means possibly that the background is removed from the path allowing energy to travel freely. This would mean that magnetic flux is not involved in the energy location within the wave packet, therefore the location of the energy within the wave packet is not electromagnetic.

The path that the energy units have cleared is the electrical field. To electrical field is the expression of energy bound to a host unit charge unit particle of matter.

Suppose within the electric field lines of force that the background oceanic particles have been cleared and that the energy units do not have the restriction of moving at the speed of light because there is no interaction with the oceanic particles, no magnetic flux.

No interaction with the oceanic particles also necessarily means that the energy units do not have mass because Higgs field, or background ocean, is what causes mass, and if the oceanic particles are cleared from the path, then the energy does not exhibit mass. In other words, with no background ocean in the free path to slow the energy units down to the speed of light, the energy can travel much faster than the speed of light, and be non-local.

The energy units traveling in a background free path do not have mass as there is no background there, therefore no electromagnetic interaction.

Rest mass is a closed loop of energy, a constant amount of energy bound to the particle structure.

The phase of an electron in its wave function is caused by the energy in rotation around the host charge unit particle of matter.

ENERGY ROTATION IN DOUBLET COMPOUNDS

The massless energyless background oceanic doublet particles may be viewed as the basic form of matter, the source of matter. The background oceanic particles have no energy bound in rotation around their doublet substructure as the background oceanic particles have neither rest mass nor momentum.

The electron neutrino was deduced in The Steps of Deduction Step 2 to be a massless doublet possessing momentum energy with the energy bound in a way such that it is in rotation in only one direction. It is proposed that the reason the energy of a electron neutrino is in rotation about the particle structure in one direction is because of the way the weak force impart energy onto the doublet substructure.

A photon were deduced to have a doublet unit particle of matter substructure with two sets of energy bound in rotation in two directions about the substructure of the photon. Chapter 8 Photons discusses photons and their electric and magnetic field alignments. Part III Chapter 8 Photons
Part III Chapter 10 Symmetry

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