Thursday, June 5, 2014

Packing Null is a finite log function

The nulls stabilize the log function by making fractional adjustments to the particle boundary, relative to its base. Thus they set the base for the digit system associated with the particle. They should be able to make adjustments without changing mass if they have two or more spectral modes. Electrons likely make small adjustments to the relationship between spin and charge angles to set the orbital mode and neutralize phase imbalance. They are thus, executing the Shannon equation in side the packed Nulls. The partial wave outside the particle has the quant ratio, and kinetic energy and wave motion would power up on that value.

The electron is at 89, so it packs logs 89 +1/17+ 1/89 + 1/2 + 1/4 + 1/3 + 1/9 + 1/18... what ever modes is needs relative to the bases of the quarks. Each of those fractional bases, 1/2, 1/3 are simply a spiral mode, and they are adjusted by a relative rotation of the Nulls, inside the electron, to even out the sphere surface. Though phase does the adjust, it is easier to write the equations relative to the Null. Orbital motion is simply a continuous rotation of the log function. All of the orbitals must be composed of three countable sets, likely 16 bits, all independent, and all based on the three irrational numbers. I would not even discount the idea that particles go oval during the process. Three independent fundamental Lagrange, three axis in the Nulls, why not?

The peak null quant for the proton likely dropped to 107, another Mersenne prime and a perfect root for apportioning the quarks.  That means 89,107, and 127 make the null packing log functions, one for each Lagrange.
In the wave quants, there is a multiple shift between the two sequences  that generates the three irrational bases, with a swirl mode for each one. They can swirl independently, and the corkscrew rotation is automatic based on the local minimum phase requirement.

The boundary of the particle generate cosh^2 and the other side sinh^2, and the orbitals are the sum.

When the fractional log counts down to 1/17, radiation is released.

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