Author:
Lian Ding-Kun,Chen Wei,Chen Hua-Xing,Dai Ling-Yun,Steele T. G.
Abstract
AbstractWe have studied the strong decay properties of the recently observed $$T^a_{c{\bar{s}0}}(2900)^{++/0}$$
T
c
s
¯
0
a
(
2900
)
+
+
/
0
by considering it as a $$cu{\bar{d}}{\bar{s}}/cd{\bar{u}}{\bar{s}}$$
c
u
d
¯
s
¯
/
c
d
u
¯
s
¯
fully open-flavor tetraquark state with $$I(J^P)=1(0^+)$$
I
(
J
P
)
=
1
(
0
+
)
. In the framework of QCD sum rules, we have calculated the three-point correlation functions of the two-body strong decay processes $$T^a_{c\bar{s}0}(2900)^{++}\rightarrow D_s^+\pi ^+$$
T
c
s
¯
0
a
(
2900
)
+
+
→
D
s
+
π
+
, $$D^+K^+, D_s^{*+}\rho ^+$$
D
+
K
+
,
D
s
∗
+
ρ
+
and $$D_{s1}^+\pi ^+$$
D
s
1
+
π
+
. The full width of $$T^a_{c{\bar{s}0}}(2900)^{++/0}$$
T
c
s
¯
0
a
(
2900
)
+
+
/
0
is obtained as $$161.7\pm 94.8$$
161.7
±
94.8
MeV, which is consistent with the experimental observation. We predict the relative branching ratios as $$\Gamma (T\rightarrow D_s\pi ): \Gamma (T\rightarrow DK):\Gamma (T\rightarrow D_s^{*} \rho ):\Gamma (T\rightarrow D_{s1}\pi )\approx 1.00:1.10:0.04:0.43$$
Γ
(
T
→
D
s
π
)
:
Γ
(
T
→
D
K
)
:
Γ
(
T
→
D
s
∗
ρ
)
:
Γ
(
T
→
D
s
1
π
)
≈
1.00
:
1.10
:
0.04
:
0.43
, implying that the main decay modes of $$T^a_{c{\bar{s}0}}(2900)^{++/0}$$
T
c
s
¯
0
a
(
2900
)
+
+
/
0
state are $$D_s\pi $$
D
s
π
and DK channels in our calculations. However, the P-wave decay mode $$D_{s1}\pi $$
D
s
1
π
is also comparable and important by including the uncertainties. To further identify the nature of $$T^a_{c\bar{s}0}(2900)^{++/0}$$
T
c
s
¯
0
a
(
2900
)
+
+
/
0
, we suggest confirming them in the DK and $$D_{s}\pi $$
D
s
π
final states, and measuring the above ratios in future experiments.
Funder
Natural Sciences & Engineering Research Council of Canada
National Key Research and Development Program of China
National Natural Science Foundation of China
Joint Large Scale Scientific Facility Funds of the National Natural Science Foundation of China (NSFC) and Chinese Academy of Sciences
Natural Science Foundation of Guangdong Province of China
Publisher
Springer Science and Business Media LLC
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