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RUM

Relative Unit Measures

Quantum field fractal polarization math system basic sets model.

In this model, theta Θ represents ∈2⅄(Y1/Y2) with an average nearest 0 at the poles of the model scaled to prime quotients a fractional average less than 1 then a prime quotient of different paths averaging a fraction more then 1 followed by phi φ that represents ∈1⅄(Y2/Y1) having an average of a fraction greater than 1.5 toward an equatorial ratio (Nn8)1⅄∀Y2nd=(Yn10/Yn8) divided on every other from Y base sequential set variables holding an average of exactly the pole value plus 2.

At the opposite pole the model shows the prime quotient ratio sets between the pole and equator of the next steps in theta and phi base variable sets.

In this model, the north and south poles have an exact difference of 0.003663 between 1Θn7=2⅄(Y7/Y8)=(8/13)=0.^615384 and 1Θn8=2⅄(Y8/Y9)=(13/21)=0.^619047 just as the 45th parallel north and south 1φn8=(Yn9/Yn8)=(21/13)=1.^615384 and 1φn9=(Yn10/Yn9)=(34/21)=1.^619047 while the equatorial north and south also share this 0.003663 difference between (Nn8)1⅄∀Y2nd=(Yn10/Yn8)=(34/13)=2.^615384 and (Nn9)1⅄∀Y2nd=(Yn11/Yn9)=(55/21)=2.^619047

With centrifugal spin, a difference between the polar values is 0.003663 or (0.^003663003663 and so on depending on extent in pole spin measures), could be referenced then as an electromagnetic relative factor in a gravitational system explained in this model using a micron measure unit difference between constants based from relative set variables shared in the same measured body of one spinning system part in quantum field fractal polarization.

A potential model for particle charge using relative unit measures.

Ə=0.003663003663cₙ

Numerical cycle factoring of a repeating decimal number sequence Ə schwa noted as 0.003663 through 0.003663003663cₙ of the model essentially, means factoring of the model poles, 45th parallel, and equator are defined specific in relativity with the numerical factors decimal cycle factoring.

Ə~e (a relative unit measure of energy cycle)

Ə=0.003663003663cₙ where the number of cycles of Əcₙ=(1φn9cₙ-1φn8cₙ)=(1Θn8cₙ-1Θn7cₙ)=((Nn9)1⅄∀Y2nd)cₙ-((Nn9)1⅄∀Y2nd)cₙ) equals the number of cycles in two partial derivative factors exact difference between

1.^619047-1.^615384 from Y base path 1⅄ numeral factor ratios

0.^619047-0.^615384 also from Y base numeral factor ratios of a different path 2⅄

2.^619047-2.^615384 also from Y base set numeral factor ratio variables of a an every other factor path 1⅄

1dir Relative unit measure of spin in decimal numbers Cₙ

Ə=0.^003663cₙ

and

1⅄1Qn1=(pn2/pn1) ratios are greater than 1. while 2⅄1Qn1=(pn1/pn2) ratios are less than 1.

1⅄1Qn1=(pn2/pn1) and 2⅄1Qn1=(pn1/pn2) both paths 1⅄ and 2⅄ of prime numbers, are values between φ and Θ