Motivated by the recent discovery of two new states in the $B^+\rightarrow D^+D^-K^+D\bar{D}K$ three-body system by solving the Schr"odinger equation with the Gaussian Expansion Method. We show that the system can bind with quantum numbers and a binding energy of MeV. It can decay into and via triangle diagrams, yielding a partial decay width of about 1 MeV. As a result, if discovered, it will serve as a highly nontrivial check on the nature of the many exotic hadrons discovered so far and on non-perturbative QCD as well. Assuming heavy quark spin symmetry, the same formalism is applied to study the system, which is shown to also bind with quantum numbers and a binding energy of MeV, consistent with the results of previous works.

生成讲解博客的中文版本

生成AI智能校验的中文版本