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Volume 34: Pages 261-264, 2021
Modification of the Schrödinger equation from Bohr’s theory
Noboru Kohiyamaa)
2-1-5-710 Shinmeidai, Hamura City, Tokyo 205-0023, Japan
The mass-energy equation ε = mc2 is obtained from Bohr’s theory. The Schrödinger equation (SE) is modified using this equation. In the hydrogenlike atom, the modified SE is solved for consistency with the eigenvalues of electron’s energy derived from the Dirac equation. Based on the consistency of their eigenvalues, the microwave emission (e.g., λ ≈ 21 cm radio wave) by the hydrogen atom is expressed.
L’équation masse-énergie ε = mc2 est obtenue à partir de la théorie d’Bohr. L’équation de Schrödinger est modifiée en utilisant cette équation. Dans l’atome d’hydrogène, l’équation de Schrödinger modifiée est résolue pour la consistance avec les valeurs propres de l’énergie de l’électron dérivée de l’équation de Dirac. En se basant sur la consistance de leurs valeurs propres, l’émission de micro-onde (par exemple, λ ≈ 21 cm) par l’atome d’hydrogène est exprimée.
Key words: Mass-Energy Equation; Hydrogenlike Atom; Schrödinger Equation; Dirac Equation; 21 cm Radio Wave; Cosmic Background Radiation.
Received: February 16, 2021; Accepted: May 16, 2021; Published Online: June 11, 2021
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