## Sunday, August 9, 2015

### The Razor's Edge - The Muonic Hydrogen Proton Radius in Denominator for $\mu$ - Proton / Electron Mass Ratio!!!

It is very significant to note that the EXACT muonic proton radius from 2010 & 2013 is needed in the equation for $\mu$, the proton to electron mass ratio, and the Planck mass to proton mass ratio (Haramein's equation).

$$\mu={m_p\over m_e}={\alpha^2\over\pi r_pR_H}=1836.15267$$
$\alpha=fine\;structure\;constant$
$r_p=muonic\;proton\;radius$
$R_H=Rydberg\;constant$

$\mu$ is a dimensionless ratio and is an importantly noted significant physical constant.

Exactly how significant????  It is like a razor, in the denominator.  If $r_p$ is off by 4%, then $1836.15267\dots$ is off by nearly 4%, ${1\over{1-x}}\approx{1+x}$.
While the mainstream physics community waits for the new experiments, we can simply review these equations from this post: http://phxmarker.blogspot.com/2015/06/mprp4lmreme-source-of-mass-of-matter.html and see that the measurements REQUIRE the proton radius to be the muonic radius from 2010 & 2013 to make the $\mu=1836.15267$ be right on (as well as make Haramein's equation correct in its prediction of the muonic proton radius).
$\pi r_p = Arc\;Length$, this also is significant to note.  When angles are measured in radians ($2\pi\;radians = 360\;degrees$), the arc length subtended by a radius is simply the product of the radius and the angle.  Could this be the Arc of the Covenant knowledge required to tap into energy of the vacuum?