The Heavens Declare His Handiwork

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Thomas Lee Abshier, ND
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The Big Bang and Angular Momentum

By: Thomas Lee Abshier, ND

• A view of the larger system may be in order to see how angular momentum is conserved.   Consider the initiation of all motion in the Big Bang.  Assume a “Creation Wave”, a pulse of extremely strong negative electrostatic radiation originating at a point, acting for a period of time.  The negative field would radiate out at the speed of light, and move Negative DPs radially outward during the time the pulse width was in the space.  The Creation Wave would provide the field density for electron masses to form in abundance.  Likewise, the Positive DPs would move inward and concentrate, and form positron masses.  Thus electrons and positrons would form in uniform abundance from the center of the Universe to the outer edge of the propagation of the Creation Wave.  With the coalescence of matter, and the separation of positive and negative charged particles, the environment was set for the formation of protons and neutrons (and all other more and less energetic subatomic particles).  The close proximity of high density electrons and positrons ensures that they will begin to be attracted to each other, pair annihilate, and form photons.  The movement of photons will begin the process of movement tangential to the expanding Creation wave, i.e. perpendicular to its radial movement.  Thus, the seeds of discontinuity and angular momentum.  The original energy-wave was only radial, but the resultant congealing of mass and charge produced the scenario where forces could act and produce movement perpendicular to the original radial pulse.  

• Thus, we see the scenario which forms mass from the Creation Wave’s passage through space.  This genesis injection of the divine command to radially separate DPs soon produced the automatic tangential velocities associated with electron and positron attraction and the corresponding photon directions evolving from the pair annihilations.  Our original question was whether angular momentum is conserved?  We could say that the original radial radiation of the Creation Wave had within it the seeds of angular momentum.  The wave was linear in each of its rays, but the very nature of an expanding sphere is the creation of a surface where forces act tangentially.  

• Thus, the concept of an absolute conservation of angular momentum implies an original definite quantity of angular momentum present at the creation. But, as can be seen by the melee of interactions, the relationship between particles was chaotic.  As a result, the only real absolute was the amount of energy stored as mass and separation of charge. (??? Note: the radial pulse width and strength of the E field could be computed that would generate all the particles in the universe or 13.8 Billion Light Years radius.)  

• Energy in all its forms relates to various types of DP concentration, whether as mass, moving mass, field waves, or static fields.  The angular momentum present in one scenario can suffer collisions and fracture into more elements more vaguely related to the stark manifestation of a system with frank angular momentum.  Thus, skaters holding hands and rotating represent a stark scenario of angular momentum.  But, the released hands and linear movement carried by both has an element of angular momentum that strictly conserves angular momentum, but it does not have that stark manifestation that existed originally.

• Thus, we can see that the seeds of angular momentum arise from the formation of mass from the Creation Wave.  The interchangeability of energy (mass & field organization) between various forms makes a strict imposition of the conservation of angular momentum an indistinct concept.  Rather, the conservation of angular momentum should be used in locally defined systems with a small number of variables.  As such, the conservation of angular momentum is a valuable tool.  The most general and universal concept is the conservation of energy, and every open or closed system will obey this principle.  The proportion of energy occupying the different partitions is mutable, but the total energy content of any system is constant if the system is closed, and strictly proportional to the flow of energy in and out if the system is open.

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