On the application of extended precision arithmetic to quantum mechanical calculations

• The computer arithmetic of extended precision has been successfully applied to the problem of a hydrogen atom in an external magnetic field. The solution of the problem was obtained in the analytical form as a double series in nonseparable coordinates. Qu

Nyckelord

hydrogen; magnetic field; emulated arithmetic; STRONG MAGNETIC-FIELDS; RELATIVISTIC VARIATIONAL CALCULATIONS; HYDROGENIC ATOMS; RYDBERG STATES; ENERGY EIGENVALUES; GROUND-STATE; SUPERFLUIDITY; STRENGTHS; EXCITONS; BOUNDS

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