Erratum to “Various Empirical Equations to Unify between the Gravitational Force and the Electromagnetic Force” [Journal of Modern Physics 12 (2021) 859-869]
Tomofumi Miyashita
Miyashita Clinic, Osaka, Japan.
DOI: 10.4236/jmp.2021.128069   PDF   HTML   XML   28 Downloads   114 Views  

Abstract

The original online version of this article (Miyashita, T. (2021) Various Empirical Equations to Unify between the Gravitational Force and the Electromagnetic Force, Journal of Modern Physics, Vol. 12, 859-869. https://doi.org/10.4236/jmp.2021.127054) unfortunately contains the very important mistakes. The author discovered the possible problem in Equation (26) shown in Appendix. To fix the problem, the author wishes to change Equation (2) and make it more accurate.

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Miyashita, T. (2021) Erratum to “Various Empirical Equations to Unify between the Gravitational Force and the Electromagnetic Force” [Journal of Modern Physics 12 (2021) 859-869]. Journal of Modern Physics, 12, 1160-1161. doi: 10.4236/jmp.2021.128069.

1) Page 2 Equation (2) should be revised to the following:

G m p 2 e 2 4 π ε 0 = 4.5 2 π × m e e × h c × ( 1 C J m × 1 1 kg ) (2)

where h is the Planck constant.

2) So, the following Equation (12) cannot be used.

c = ( e 2 4 π ε 0 ) 1 2 ( q m 2 μ 0 π ) 1 2 (12)

Then,

G m p 2 e 2 4 π ε 0 = 1.8672 × 10 64 2.3071 × 10 28 = 8.0936 × 10 37 (A)

m e e × h c = 9.1094 × 10 31 1.6022 × 10 19 × 1.9864 × 10 25 = 1.1294 × 10 36 (B)

Regarding the factor of 9/2, we used 4.48870 instead of 4.5. Regarding the factor of π, we used 3.13189 instead of 3.14159. So,

4.5 2 π = 4.48870 2 × 3.13189 = 0.71661 (C)

4.5 2 π × m e e × h c = 0.71661 × 1.1294 × 10 36 = 8.0936 × 10 37 (D)

Equation (D) is equal to Equation (A). Therefore, the compensation method is perfect.

Equation (2) should be changed, but any other equations can be unchanged.

Conflicts of Interest

The author declares no conflicts of interest.

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