THE MALTA COSMOLOGY TEMPLATE

Chapter 07 - Electrons

PARTS

Part 0704 - Electron Mechanics

ARGUMENT 0704-05

• CURRENT PARADIGM:     In particle physics, the word annihilation is used to denote the process that occurs when a subatomic particle collides with its respective antiparticle to produce other particles, such as an electron colliding with a positron to produce two photons. The total energy and momentum of the initial pair are conserved in the process, and, more generally are distributed among a set of other particles in the final state. Antiparticles have exactly opposite additive quantum numbers from particles, so the sums of all quantum numbers of such an original pair are zero. Hence, any set of particles may be produced whose total quantum numbers are also zero as long as conservation of energy and conservation of momentum are obeyed. During a low-energy annihilation, photon production is favored, since these particles have no mass. However, high-energy particle colliders produce annihilations where a wide variety of exotic heavy particles are created. (Wikipedia - 17 Dec 2016)

• 0704-03:     That an electron is axially structured and is thus a charged particle with a northpole and a southpole.
• 0704-04:     That an electron aligns itself  with the flow direction of the surrounding gravitonstream so that the northpole faces the oncoming stream.
• 0704-05:     That an antielectron is an electron which has yet to align its northpole to face the oncoming gravitonstream. 

• Consider an electron.
• Consider that the electron is a charged particle.
• Consider that the electron is in a gravitonstream which has a flow direction. 
• Consider that the default orientation of an electron is to be aligned to the flow direction of the surrounding gravitonstream with its northpole facing the oncoming stream.
• Consider that an electron which has yet to assume the default orientation is an antielectron.   
• Consider that an electron is a negatively charged particle. 
• Consider that an antielectron is a positively charged particle.

• Because an electron is aligned to its surrounding gravitonstream, its electrosphere matches the direction of the gravitonstream. 
• Because the electrosphere matches the direction of the gravitonstream, most graviton absorption across the gravitysheath interface is at the northpole.
• Thus for an electron:

• The electrosphere is at its most harmonious.
• The ejection of most excess gravitons is at the southpole. 
• The ejection of excess gravitons is as efficient as it can be.
• The electrospheres of adjacent electrons are attuned and not in conflict.
• The consequence of the collision of an electron pair  is moderated by their attuned electrospheres.
• The attuned electrosphere of a colliding electron results in them bouncing away from each other.

• Because an antielectron is not aligned to its surrounding gravitonstream, its electrosphere does not match the direction of the gravitonstream.
• Because the electrosphere of an antielectron does not match the direction of the gravitonstream, most graviton absorption from across the gravitysheath interface is other than at the northpole. 
• Thus for an antielectron:

• The electrosphere is less harmonious than it could be.
• The ejection of excess gravitons is less likely to be at the southpole. 
• The ejection of excess gravitons is less efficient than it could be. 
• The electrospheres of adjacent electrons and antielectrons are less attuned, perhaps even 100% unattuned.  
• The consequence of the collision of an electron and an antielectron is less moderated by their electrospheres.

• Because the electrospheres of adjacent electrons and antielectrons are less attuned, and perhaps not attuned at all, an electron/antielectron collision has these consequences: 

• The ejection of gravitons from the one directly into the equatorial electrosphere of the second, disrupting the gravitonflow of the second and possibly understabilising it because its ejection mechanism loses efficiency. 

• The two electrospheres are unattuned and thus less rejective so a very violent collision might even result in quark to quark contact. 
• The two electrospheres are less rejective so an extremely violent collision, resulting in quark to quark contact, can break the electron and/or the antielectron apart.

• The two electrospheres are unattuned and their gravitonflows conflicted so a collision can cause the electron and antielectron, either one of them or both of them, to tumble.

• The tumbling, if violent enough, breaks the axial/centrifugal quark lock and sets the quarks to orbiting each other. 
• The orbiting of the quarks, especially if accompanied by a transmutation of electron/antielectron speed to spin, increases their vergence velocity relative to the escape velocity of their electron/antielectron.   
• If the vergence velocity of the quarks exceeds the escape velocity of their electron/antielectron, the quarks become blackholes as they cross the electron/antielectron gravitysheath interface. 
• Both blackholes are understable so they immediately eject gravitons as they attempt to stabilise.
• The centrifugal blackhole's ejection mechanism is efficient and, if its mass and speed are appropriate, it decays into a photon.
• The axial blackhole's ejection mechanism is very efficient but unsustainable so it either dissipates itself or reverts to being a centrifugal blackhole with a mass and speed that are less appropriate for decay into a photon. 

• Thus collision between an electron and an antielectron may, or may not, result in the annihilation of one, or both, of them. 

• That colliding electrons and antielectrons can annihilate, dissipating their quarks or stabilising them as other objects.