현재 위치
Home
Session 2 : Physical Science for Co-Prosperity
Electron Model as a Spherical Standing Wave: Validation by Constant Calculation
-
- 발행기관
- 선문효정학술연구회 바로가기
-
- 간행물
- 선문효정학술연구회 학술대회 프로시딩 바로가기
-
- 통권
- Proceedings of THE 4th INTERNATIONAL CONFERENCE OF HYOJEONG ACADEMY & 2024 INTERNATIONAL JOINT CONFERENCE (2024.08)바로가기
-
- 페이지
- pp.36-43
-
- 저자
-
- 언어
- 영어(ENG)
-
- URL
- https://www.earticle.net/Article/A489286
※ 기관로그인 시 무료 이용이 가능합니다.
4,000원
원문정보
초록
- 영어
- Positivity and negativity, particle and wave nature 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 resonates 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. Bohr's atomic model introduced a special assumption of quantum conditions instead of explaining why circularly moving electrons do not emit electromagnetic waves. Conversely, no special assumptions are necessary for the spherical standing wave model, wherein the range of existence of the wave is determined through the resonance conditions.
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
키워드
spherical wave complex amplitude Bohr radius electron classical radius fine structure constant Compton wavelength electron mass ionization energy principal quantum number Rydberg constant저자
간행물 정보
발행기관
-
- 발행기관명
- 선문효정학술연구회 [Sun Moon Hyojeong Academy Society]
- 설립연도
- 2023
- 분야
- 복합학>학제간연구
- 소개
- Journal of Hyojeong Academia aims to serve as a global platform where researchers and scholars of various disciplines can contribute ideas for our sustainable global community of Co‐existence, Co‐prosperity, and Co‐righteousness. The journal is a multidisciplinary, open‐access, internationally peer‐reviewed academic journal, and it invites all areas of research conducted in the spirit of post materialism including studies centering on God, studies unifying religions and sciences, and studies on all aspects of Co‐existence, Co‐prosperity, and Co‐righteousness.
간행물
-
- 간행물명
- 선문효정학술연구회 학술대회 프로시딩
- 간기
- 반년간
- 수록기간
- 2023~2026
- 십진분류
- KDC 238 DDC 289
이 권호 내 다른 논문 / 선문효정학술연구회 학술대회 프로시딩 Proceedings of THE 4th INTERNATIONAL CONFERENCE OF HYOJEONG ACADEMY & 2024 INTERNATIONAL JOINT CONFERENCE
피인용수 : 0건 (자료제공 : 네이버학술정보)
함께 이용한 논문 이 논문을 다운로드한 분들이 이용한 다른 논문입니다.
출처 : 네이버학술정보
0개의 논문이 장바구니에 담겼습니다.