Numerical Solutions of One Reduced Bethe-Salpeter Equation for the Coulombic Bound States Composed of Virtual Constituents

作者：Chen, Jiao-Kai^*

来源：Journal of the Physical Society of Japan, 2018, 87(4): 044101.

DOI：10.7566/JPSJ.87.044101

• BOSON-EXCHANGE CONTRIBUTION
• INSTANTANEOUS APPROXIMATION
• 3-DIMENSIONAL REDUCTIONS
• Q(Q)OVER-BAR SYSTEMS
• DIFFERENT VERSIONS
• ABNORMAL SOLUTIONS
• MINKOWSKI SPACE
• 3D REDUCTIONS
• EXCITATION
• SCATTERING

We present one reduction of the Bethe - Salpeter equation for the bound states composed of two off-mass-shell constituents. Both the relativistic effects and the virtuality effects can be considered in the obtained spinless virtuality distribution equation. The eigenvalues of the spinless virtuality distribution equation are perturbatively calculated and the bound states e(+)e(-), mu(+)mu(-), tau(+)tau(-), mu(+)e(-), and tau(+)e(-) are discussed.

• 出版日期2018-4-15
• 单位山西师范大学