In my previous message I presented he natural standard for mass:
"Now the big one, mass, without theory. Just as the speed of light always measures the same locally, so does its acceleration. The natural standard for mass is the inverse of the acceleration of light measured locally. The local acceleration of light is calculated as 1/C/tc = tc/C = 5.344x10-28sec2/m or kilograms. Its symbol is ml = one standard mass."
Now to put this into context:
Explaining the empirically defined property of mass. First, the units are formed directly from those of the empirical evidence. There were a few possible choices, but the one that makes physical sense and establishes a fundamental principle of conservation is for mass to have units of inverse acceleration.
The next step taken is to calculate 1/mass to obtain the magnitude of the associated acceleration. It is huge, but, that is because the calculation is per second. There is a far shorter time period when almost all of the acceleration occurs. First, I establish that the property that is undergoing the acceleration is light. It is matter's effect on the speed of light that establishes what matter is for us. On example is that light slows as it approaches a proton. Light also slows as it approaches an atom, but, that rate is far lower than for the lone proton.
One such property is the time it takes for light to travel the length of the radius of the hydrogen atom. Another is the radius length of the hydrogen atom.
It is that length of 4.8x10-11 meters that is also the distance over which almost all of the acceleration of light occurs. Beyond that length, the acceleration is very small and continues to decrease with distance for the proton. The electron's effect on the speed of light is different from that of the proton. It will be covered separately in a later message.
James Putnam