Virtual and resonance states in the three-body D−μ−−T, D−μ−−D systems
Abstract
Three-body bound, virtual and resonant states in the dtμ− and ddμ− systems were found by solving homogeneous Faddeev equations on the real and complex energy planes. The formalism of searching is conducted for the scattering matrix poles on both physical and nonphysical energy sheets with an analytical continuation of the corresponding Lippmann–Schwinger equations for t-matrix. Some benchmark tests have been done with model and realistic two-body potentials to verify the analytical continuation procedure. Direct calculations revealed five resonant states in the dtμ− and ddμ− systems, as well as two virtual states in the dtμ− system in the strong coupling mode. The key influence of short-range dt and dd interactions was found on the appearance of dtμ− and ddμ− bound states in the energy range of 1–20keV, which disappeared when such interactions were turned off.
| You currently do not have access to the full text article. |
|---|
