A Little Bit Of An Editorial, As To A Pondering About Electrical-Related Issues

Tell me if the following makes adequate sense;

Electrodynamic Deactivation Action is equal to: (Energy Divided By (Current Cubed)).
                                                         
                                                                OR, IN OTHER WORDS, --
   
                                                                 (E/(Current^3)).;

                                                                 OR, IN OTHER WORDS, -- (E/I^3)).

                                                                 Please Let Me Know What You Think.

                                                                Sincerely, Samuel David Roach.
                                                             

Special Derivation

I derived the value "3.026*10^(-32)Kilograms" at the beginning part of my earlier formula, from the condition -- that the mass of a neutrino-based orbifold eigenset is of the value of 17,000 electron volt's eqivalent worth of mass.  An electron volt's equivalent worth of mass is 1.78*10^(-36) Kilograms.  17,000*1.78*10^(-36) Kilograms is 3.026*10^(-32) Kilograms.
Force is proverbially mass times acceleration.  If one were to take the mass of a typical neutrino-based orbifold eigenset, -- and if one were to make this to travel with a tense of a "pulse" of 1 meters cubed per second squared, (like a force, yet in terms of "meters cubed" per second squared instead of in terms of "meters" per second squared, since the macroscopic world is to bear the perverbial three spatial dimensions plus time) -- and if one were to then to multiply the latter by the said mass of a typical neutrino-based orbifold eigenset, -- then, one would then bear to have a value of "3.026*10^(-32)Kilograms*Meters Cubed/Seconds Squared.
The maximum mass of an individually taken neutrino-based superstring is, though, only a fraction of an electron volt's equivalent worth of mass.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.