Relativistic energy spectrum of a bound system of two particles. Local quasipotential equation

Martynenko, A.P.; Faustov, R.N.

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Relativistic energy spectrum of a bound system of two particles. Local quasipotential equation

Martynenko, A.P.; Faustov, R.N.1986

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AbstractAbstract

[en] The construction of the interaction operator of two spinor particles is considered for a local quasipotential equation in the framework of quantum electrodynamics. The relativistic energy spectra of a hydrogen-like atom and positronium are obtained to order α⁴

Primary Subject

ATOMIC AND MOLECULAR PHYSICS (A1210)

Secondary Subject

ATOMIC AND MOLECULAR PHYSICS (A1220)

Source

Cover-to-cover translation of Teoreticheskaya i Matematicheskaya Fizika (USSR).

Record Type

Journal Article

Journal

Theoretical and Mathematical Physics; ISSN 0040-5779;

; CODEN TMPHA; v. 66(3); p. 164-169

Country of publication

United States

Descriptors (DEI)

ATOMS, BOUND STATE, ELECTROMAGNETIC INTERACTIONS, ENERGY SPECTRA, FERMIONS, HYDROGEN, LIPPMANN-SCHWINGER EQUATION, PHOTONS, POSITRONIUM, QUANTUM ELECTRODYNAMICS, QUANTUM OPERATORS, QUASIPOTENTIAL EQUATION, RELATIVISTIC RANGE, SCATTERING, SPINORS

Descriptors (DEC)

BASIC INTERACTIONS, BOSONS, ELECTRODYNAMICS, ELEMENTARY PARTICLES, ELEMENTS, ENERGY RANGE, EQUATIONS, FIELD THEORIES, INTEGRAL EQUATIONS, INTERACTIONS, MASSLESS PARTICLES, MATHEMATICAL OPERATORS, NONMETALS, QUANTUM FIELD THEORY, SPECTRA

Reference NumberReference Number

18033492

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