Corrections to the energy levels of a spin-zero particle bound in a strong field

Physics – Atomic Physics

Scientific paper

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7 pages, 1 figure

Scientific paper

10.1103/PhysRevA.73.012505

Formulas for the corrections to the energy levels and wave functions of a spin-zero particle bound in a strong field are derived. General case of the sum of a Lorentz-scalar potential and zero component of a Lorentz-vector potential is considered. The forms of the corrections differ essentially from those for spin-1/2 particles. As an example of application of our results, we evaluated the electric polarizability of a ground state of a spin-zero particle bound in a strong Coulomb field.

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