I figured out volts in my framework. It is a constant like h or k, but it scales with the number of volts, the structure of V is
C_J = 1V with units of J/C or volts.
C_kg = V/c^2 with units of kg/C it is numerically the same as 1/c^2
kg_J = c^2 with units of J/kg
We can then define the volt as
V = C_kg kg_J
It is a constant that is equal to 1 because it has been normalized to our definition of the kg because we define 1V = 1J/1C.
The cool thing about this normalization is that at 1 volt,
q = E
q / c^2 = m =J/c^2
q/h = f = J/h
This means that E = mc^2 = hf = kT = Vq
They all follow the identical mass equivalent * c^2 pattern inside of themselves. It is just that volts constants becomes 1 so it effectively just becomes a unit carrier in the SI unit system.
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