Positivity, negativity, and wave-particle duality are fundamental properties in existence. Assuming the existence of a complex point charge with these properties, a spherical standing wave model is derived. This spherical standing wave is a spherically symmetric standing wave that reso-nates between the inner and outer radii. The inner radius does not become zero; therefore, no self-energy divergence problem exists. Since it has complex amplitude corresponding to voltage (scalar potential) and current (vector potential), it is compatible with quantum theory that also has complex amplitude. An electron model is assumed to be a spherical standing wave with an electron classical radius as the inner radius, a Bohr radius as the outer radius, and an elementary charge as the size of wave source. This study obtains energy and resonance conditions from an equivalent resonance circuit. The derived formulas include the Compton wavelength, electron mass, ionization energy, and Rydberg constant. Thus, the calculated values were consistent with existing physical constants.
목차
Abstract 1. Introduction 2. Fundamental wave of the spherical standing waves 2.1. Energy and resonance conditions of the spherical standing wave 3. Application to electron model 3.1 Total energy and mass of the electron 3.2 Ground-state electronic model 3.3 Electron model of the ionic state 3.4 Total energy of the ionic state 3.5 Resonance conditions and state transition 3.6 Principal quantum number dependence of the ionization energy 3.7 Derivation of the Rydberg constant 4. Conclusions References
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간행물
간행물명
The Journal of Sciences and Innovation for Sustainable Peace(구 The journal of Hyojeong Academia)
간기
반년간
pISSN
2982-9305
수록기간
2023~2026
십진분류
KDC 238DDC 289
이 권호 내 다른 논문 / The Journal of Sciences and Innovation for Sustainable Peace(구 The journal of Hyojeong Academia) Vol. 3 No. 1