진공분극과 만유인력에 대한 연구
A Study on the Vacuum Polarization and Universal Gravitation
2
조회
0
다운로드
0
인용
0
참고문헌
키워드
초록
This study reinterpreted Tesla’s gravity theory by Dirac's vacuum. Most of the mass in the proton is in the form of energy from color charges field. Dirac's vacuum, in which virtual particle-antiparticle pairs are constantly producing and annihilating repeatedly, is polarized by the electric and color charges contained in the masses. Polarization of the virtual particles leads to rigidification of the vacuum, which leads to paralysis of the vacuum’s function of gravity transmission. This paralysis of the vacuum’s function of gravity transmission between the two masses does not allow the gravitational field lines to pass each other, and finally, causes universal gravitation. For the aspherical anisotropic gravitational field, it is found that the symmetry of universal gravity is not maintained, unlike the result obtained by the principle of superposition. This study interprets universal gravitation mechanism by using vacuum polarization.
Abstract
This study reinterpreted Tesla’s gravity theory by Dirac's vacuum. Most of the mass in the proton is in the form of energy from color charges field. Dirac's vacuum, in which virtual particle-antiparticle pairs are constantly producing and annihilating repeatedly, is polarized by the electric and color charges contained in the masses. Polarization of the virtual particles leads to rigidification of the vacuum, which leads to paralysis of the vacuum’s function of gravity transmission. This paralysis of the vacuum’s function of gravity transmission between the two masses does not allow the gravitational field lines to pass each other, and finally, causes universal gravitation. For the aspherical anisotropic gravitational field, it is found that the symmetry of universal gravity is not maintained, unlike the result obtained by the principle of superposition. This study interprets universal gravitation mechanism by using vacuum polarization.
참고문헌 (15)
- Cohen IB, "Introduction to Newton's 'principia'" (1978), Harvard University Press
- Einstein A, , Annalen der Physik, 354(7), pp.769~ (1916)
- Peskin M, "An Introduction to Quantum Field Theory" (1995), Westview Press
- Weinberg S, "Foundations. The Quantum Theory of Fields I" (2002), Cambridge University Press
- Dirac PAM, , Proc. R. Soc. Lond. A, 126(801), pp.360~365 (1930)
- The Millennium Report, "Tesla’s Dynamic Theory of Gravity", ~ (2016)
- Gell-Mann, , Physical Review, 125(3) (1962)
- Gell-Mann, , Lett, 8, pp.214~ (1964)
- Stella BR, , European Physical Journal H, 36(2), pp.203~243 (2011)
- Biddle J, , The 36th Annual International Symposium on Lattice Field Theory -LATTICE2018, pp.22~28 (2018)
- Ball P, , Nature (2014)
- Chen SG, , IL NUOVO CIMENTO, 104B(6), pp.6~ (1989)
- Mageshwaran M, , American Journal of Modern Physics, 5(4-1) (2016)
- William JH, "Gravity and Magnetic Exploration: Principles, Practices, and Applications" (2013), Cambridge University Press
