If time particle establishing a time field is,
\(a_{\psi}=14.77\,nm\)
what is the significance of,
\(f_{\psi}=\cfrac{c}{2\pi a_\psi}=3230699.3\,GHz\)?
And,
\(T_{\psi}=\cfrac{1}{f_{\psi}}=3.09531*10^{-16}=0.309531\,fs\)?
And,
\(E=hf_{\psi}=6.626 069 57*10^{-34}*3230699.3*10^{9}=2.14068*10^{-18}\, J\)
Hartree energy is, \(E_H=4.359 744 34[19]*10^{-18}\)
So......???
Maybe \(a_{\psi}=14.77\,nm\) is just an electron.
