numerical values

electron  m₀(e) = m_e =  9,10938356e-31 kg      r₀(e) = r_e = 2h/(πcm_e) = 1,5446370702e-12  m      λ_C(e)  = λ_e = (π/2)  · r_e

9,27400999205404e-24 J/Tesla    μB_e(th)  (semiclassical) theoretical value of the electron magnetic moment

9,284764620e-24  J/Tesla   μ_Be(exp)  measurement of the electron magnetic moment

(-) 2,00231930436182 [CODATA2014] g_e  electron g factor

μB_e(exp) = ( 1 + 0,00115965218091) · μB_e(th)    ►   f_e = 0,00115965218091

1,075462794596e-26 J/Tesla  : difference value  ∆μB_e = μB_e(exp) - μB_e(th) 

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proton  m₀(p) = m_p =  1,672621898e-27 kg      r₀(p) = r_p = = 2h/(πcm_p) = 8,412356403e-16  m      λ_C(p)  = λ_p = (π/2)  · r_p

5,0507836982111e-27 J/Tesla    μB_p(th)  (semiclassical) theoretical value of the proton magnetic moment

1,4106067873e-26    J/Tesla   μB_p(exp) Meßwert, magnetische Moment des Protons

5,585694702 [CODATA2014] g_p  Proton g Faktor

μB_p(exp) = ( 1 + 1,7928473512) ·μB_p(th)    ►   f_p = 1,7928473512

9,0552841747889e-27  J/Tesla  : Differenzwert  ∆μB_p = μB_p(exp) - μB_p(th) 

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electron-proton-ratios

1836,15267376007   =  m_p/m_e  = μB_e(th) /  μB_p(th)

2,78961237051261160  =  ( m_p/m_e )  /  ( μB_e(exp) / μB_p(exp) )  = ( μB_e(th) / μB_p(th) )  /  ( μB_e(exp) / μB_p(exp) )

658,21068660613  =  μB_e(exp) / μB_p(exp)

1,187662993831791717  = ∆μB_e / ∆μB_p

1546,021626754602   = f_p / f_e  =  ( m_p/m_e ) / ∆μB_e / ∆μB_p 

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neutron m_n =1,674927471 e-27 kg    m_n = m_p + m_e + ∆m  

∆m = 1,405600680072e-30 kg       ∆E_ee =    1,263290890450e-13 J      ~    0,78848416 MeV

∆μB_n    =                        μB_n(exp)               -    μB_n(th)       =     9,6623650e-27 J/Tesla      μB_n(exp)  =  ∆μB_n 

                            9,6623650e-27 J/Tesla     -   0   J/Tesla 

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physical constants

α   =  0,0072973525664     1/α = 137,03599913815451   e = 1,6021766208e-19  As  : electric elementary charge

h =  6,626070040e-34  Js : Planck constant     c = 2,99792458e+08 m/s  : speed of light

f₇ = 4πε₀c² = 1e7 A²s²/(kg·m)         elementary body charge : q₀ = 2·e/√α = 3,7510920453946e-18 As