About Nonlinear Classic Field Theory of Connected Charges

Podosenov, S. A.; Foukzon, Jaykov; Потапов, А. А.; Men’kova, Elena

doi:10.14810/ijrap.2014.3201

Cited by 2 publications

(3 citation statements)

References 7 publications

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“…Electrostatic field of bound charges determines the Riemann space-time geometry non-connected with the Einstein's general relativity theory but restricting the domain of its applicability in some particular cases. This proves in [15]. Similarly to general relativity theory the elementary problems are solved at the field of bound charges and they are compared with the GRT results by means of the simplest substitution of the coupling constants.…”

Section: Quantization Of Adiabatic Invariants In Central Field Of Boumentioning

confidence: 98%

“…It tells that the proposed version of the new metric theory at least is not absurd. In conclusion we point out that the proposed work is the further development of a new original theory of bound charges which first was published in [2,3,14,15]. Electrostatic field of bound charges determines the Riemann space-time geometry non-connected with the Einstein's general relativity theory but restricting the domain of its applicability in some particular cases.…”

Section: Quantization Of Adiabatic Invariants In Central Field Of Boumentioning

confidence: 98%

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Classical and Quasi-Classical Consideration of Charged Particles in Coulomb Field of Bound Charges

Podosenov¹,

Foukzon²,

Потапов³

et al. 2015

IJRAP

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On the basis of the theory of bound charges the calculation of the motion of the charged particle at the Coulomb field formed with the spherical source of bound charges is carried out. Such motion is possible in the Riemanniam space-time. The comparison with the general relativity theory (GRT) and special relativity theory (SRT) results in the Schwarzshil'd field when the particle falls on the Schwarzshil'd and Coulomb centres is carried out. It is shown that the proton and electron can to create a stable connection with the dimensions of the order of the classic electron radius. The perihelion shift of the electron orbit in the proton field is calculated. This shift is five times greater than in SRT and when corrsponding substitution of the constants it is 5/6 from GRT. By means of the quantization of adiabatic invariants in accordance with the method closed to the Bohr and Sommerfeld one without the Dirac equation the addition to the energy for the fine level splitting is obtained. It is shown that the Caplan's stable orbits in the hydrogen atom coincide with the Born orbits.

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Section: Quantization Of Adiabatic Invariants In Central Field Of Boumentioning

confidence: 98%

Section: Quantization Of Adiabatic Invariants In Central Field Of Boumentioning

confidence: 98%

Classical and Quasi-Classical Consideration of Charged Particles in Coulomb Field of Bound Charges

Podosenov¹,

Foukzon²,

Потапов³

et al. 2015

IJRAP

Self Cite

View full text Add to dashboard Cite

show abstract

“…Though these procedures give correct results, they do not show the intrinsic relationship between magnetism and relativity. Another more formal and general approach to introduce the magnetic field is the Lorentz covariance of equations governing the interaction of electrically charged particles [8][9][10][11][12].…”

Section: Introductionmentioning

confidence: 99%