For convenience, we shall carry here both working formulas gained by us earlier:


   1. Parameters of exterior orbits in mesons.

Substituting calculated before energy of exterior in specified above 2 formulas, we shall gain:

Mesons	Total energy of an exterior (Mev)	Velocity of exterior (m/s)	Radius of an orbit of exterior (m)	Time of one turnover of exterior (s)
,	52,5737	2,998*108	2,739*10-17	5,741*10-25
,	12,3623	2,995*108	1,167*10-16	2,447*10-24
,	4,5936	2,979*108	3,174*10-16	6,693*10-24

Here, in last column time of 1 turnover of exterior on the orbit is in addition calculated.

   2. Parameters of an exterior orbit in a neutron.

Substituting calculated before energy of exterior in specified above 2 formulas, we shall gain:

Neutron	Total energy of an exterior (Mev)	Velocity of exterior (m/s)	Radius of an orbit of exterior (m)	Time of one turnover of exterior (s)
	1,2933	2,754*108	1,319*10-15	3,010*10-23

   3. The size of and leptons.

By the formula [1.2], radius of an orbit of in uniquely less than 10^-40 m.
I.e., inside of particles, has practically dot sizes.

In view of that, velocity of an orbital should be not less orbital velocity of as a whole, but there is more velocity of light, the size of lays within the limits of from 6,764*10^-58m up to 8,015*10^-58m.

Naturally, and the sizes of leptons should be less sizes of . I.e. should be practically dot.


Note:
   1. The radius of an orbit of exterior in a neutron was gained equal to the size of a neutron known from experiments.
   2. Pay also attention, that time of one turnover of an exterior in a neutron coincides with "the typical time of course" so-called "strong interaction" (10^-23-10^-22 s).