Factors of Permeability of Free Space

Permeability of free space = μ

μ

The following theory is derived here:

mass times acceleration = qv X B Force formula

m d^2/dt^2 (x) = q dx/dt X μ

μ

Permeability of free space = μ

_{0}μ

_{0}= 1.256637 * 10^-6 Henrys per meterThe following theory is derived here:

**μ**_{0}**= π**^{2}**r second / (√****2****τ meter**^{2}**)**mass times acceleration = qv X B Force formula

m d^2/dt^2 (x) = q dx/dt X μ

_{0}Hμ

_{0 = (m/qH) dx/dt}_{}_{In primitive units H is a velocity. Normalize to 1 meter per second.}_{}_{Set dx/dt = 1 meter / second}_{}_{Use The Atomic Scale Relation}_{}_{m / (r alpha) = q / (4 pi a)}_{}_{m = qr alpha / (4 pi a)}_{}_{where a is Bohr radius, alpha is 1/137, r is proton radius}_{q is proton charge, m is proton mass}_{New formula for magnetic field intensity H}_{Based in gravity research, H has been given a formula using the most primitive factors.r is the proton radius and tau is 5.13ns, auniversal constant to conserve continuum.This is the magnitude of H without vectors.This uses An 8 Dimensional Physic. The mass=areatheorem also provides the charge=area theorem.}_{H = magnetic field intensity from MaxwellH = Amps per meter = meter per second}_{January 8, 2017}_{}_{Use the}_{}_{Cross Continuum Scaling formula}_{}_{alpha = 1/137 = a second / (tau meter *1.414)}_{}_{}_{$$$$$$$$$$$$$$$$$$$$$$$$$$$$}_{Dated Earlier}

_{}_{H = 2.888 N sqrt(r tau meter)*second^(-3/2)*(v/v1)}_{}_{This is verified using the characteristicimpedance of free space, Z. E is known fromold science at one meter for one proton.}_{}_{Z = E/H = 376 ohms = 376.73 per second}_{}_{H = 6.3781 * 10^-12 Amperes per meter}_{H is shown for one proton that is one meter from a paired electron that is moving at 1 meter per second. H is independent of distance from a proton to a paired electron.}_{N is the number of protons paired to N remote electrons. v is the velocity of the proton relative to the electron or other proton. v1 is 1 meter per second, a normalized velocity. }_{The gravito-Maxwellian Equations a}_{re ready for }_{traction 8D theories.}_{}_{12/29/2016}_{}_{}_{Here is data for a precision check of normalized gravito-Maxwellian variables and constants.}_{N = 1, M = 1, v = 1 meter/second, R = 1 meter, v1 = 1 meter per second}

_{}

_{D = 1.27622 * 10^(-20) Coulomb per square meter}

_{E = 1.44141 * 10^(-9) Volts per meter}

_{}

_{H = 6.3781 * 10^-12 Ampere per meter}

_{}

_{}

_{B = 40 sqrt((r^3) / tau) * Mv (meter^(-3/2)) / (v1 second^(1/2))}_{}
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