I ther a relationship between Coulomb's and Planck's constants ?

Question

According to the proportionality of inlet and outlet forces at interface of a particle ; relationship between Coulomb's and Planck's constants, for charged leptons , is calculated as following :  

(|External force at interface|=k_e.q_e²/r_int²)=a(|Internal force at interface|=m.c²/r_int)

Proportional factor [a=(1/11)] is explained due to :

There are twelve point , with equal distance , on interface area for submitting Virtual Photons . One of them returns to the center  (11=1-12) and remained eleven

photons fact in electrical field  .

=>                                        (k_e.q_e²/r_int²)=(1/11)(c/r_int²2p)(m.c.2pr_int=h/2)

=>                                                                            (k_e.q_e²)=(1/44p)(c.h)

q_e=1.602_*10¹⁹C      ,      h=1.054_*10^-34(N.m=j)sec       ,       c=3_*10⁸ m/sec

k_e=(1/44p)(3_*10⁸ m/sec)(1.054_*10^-34N.m.sec)/(1.602_*10¹⁹C)²

=8.918_*10⁹ N.m²/C²»8.987_*10⁹ N.m²/C²

what is your idea about that ? How is that in quantum physics?

Is there an overall and general method to result that ?

Comments

This is not graduate-level, voting to close.