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Resolution in the Case of the Hydrogen Atom of an Improved Dirac Equation
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作者 Claude Daviau​ Jacques Bertrand raymond albert ng 《Journal of Modern Physics》 2020年第7期1075-1090,共16页
The improved Dirac equation is completely solved in the case of the hydrogen atom. A method of separation of variables in spherical coordinates is used. The angular functions are the same as with the linear Dirac equa... The improved Dirac equation is completely solved in the case of the hydrogen atom. A method of separation of variables in spherical coordinates is used. The angular functions are the same as with the linear Dirac equation: they account for the spin 1/2 of the electron. The existence of a probability density governs the radial equations. This gives all the quantum numbers required by spectroscopy, the true number of energy levels and the true levels obtained by Sommerfeld’s formula. 展开更多
关键词 Electromagnetism Clifford Algebra Dirac Equation Lagrangian Formalism Hydrogen Atom
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