Javascript must be enabled to continue!
Study of B+ c decays to the K+K−π+ final state by using B0 s , χc0 and D0 resonances and weak annihilation nonresonant topologys
View through CrossRef
A
bstract
In this research the weak decay of
B
c
+
decays to the
K
+
K
−
π
+
final state, which is being observed by LHCb collaboration for the first time, is calculated in the quasi-two-body decays which takes the
B
s
0
, χ
c
0
and
D
0
resonances and weak annihilation nonresonant contributions into account. In this process, the
B
c
+
meson decays first into
B
s
0
π
+
, χ
c
0
π
+
and
D
0
π
+
intermediate states, and then the
B
s
0
, χ
c
0
and
D
0
resonances decay into
K
+
K
−
components, which undergo final state interaction. The mode of the
B
c
+
→
D
0
(→
K
−
π
+
)
K
+
is also associated with the calculation, in this mode the intermediate resonance
D
0
decays to the
K
−
π
+
final mesons. The resonances
B
s
0
, χ
c
0
and
D
0
effects in the
B
c
+
→
B
s
0
(→
K
+
K
−
)
π
+
,
B
c
+
→
χ
c
0
(→
K
+
K
−
)
π
+
and
B
c
+
→
D
0
(→
K
+
K
−
)
π
+
,
D
0
(→
K
−
π
+
)
K
+
decays are described in terms of the quasi-two-body modes. There is a weak annihilation nonresonant contribution in which
B
c
+
decays to the
K
+
K
−
π
+
directly, so the point-like 3-body matrix element
$$ \left\langle {K}^{+}{K}^{-}{\pi}^{+}\left|u\overline{d}\right|0\right\rangle $$
K
+
K
−
π
+
u
d
¯
0
is also considered. The decay mode of the
$$ {B}_c^{+}\to {\overline{K}}^{\ast 0}(892){K}^{+} $$
B
c
+
→
K
¯
∗
0
892
K
+
is contributed to the annihilation contribution. The branching ratios of quasi-two-body decays expand in the range of (2.12 ± 0.61) × 10
−6
to (7.56 ± 1.71) × 10
−6
.
Title: Study of B+ c decays to the K+K−π+ final state by using B0 s , χc0 and D0 resonances and weak annihilation nonresonant topologys
Description:
A
bstract
In this research the weak decay of
B
c
+
decays to the
K
+
K
−
π
+
final state, which is being observed by LHCb collaboration for the first time, is calculated in the quasi-two-body decays which takes the
B
s
0
, χ
c
0
and
D
0
resonances and weak annihilation nonresonant contributions into account.
In this process, the
B
c
+
meson decays first into
B
s
0
π
+
, χ
c
0
π
+
and
D
0
π
+
intermediate states, and then the
B
s
0
, χ
c
0
and
D
0
resonances decay into
K
+
K
−
components, which undergo final state interaction.
The mode of the
B
c
+
→
D
0
(→
K
−
π
+
)
K
+
is also associated with the calculation, in this mode the intermediate resonance
D
0
decays to the
K
−
π
+
final mesons.
The resonances
B
s
0
, χ
c
0
and
D
0
effects in the
B
c
+
→
B
s
0
(→
K
+
K
−
)
π
+
,
B
c
+
→
χ
c
0
(→
K
+
K
−
)
π
+
and
B
c
+
→
D
0
(→
K
+
K
−
)
π
+
,
D
0
(→
K
−
π
+
)
K
+
decays are described in terms of the quasi-two-body modes.
There is a weak annihilation nonresonant contribution in which
B
c
+
decays to the
K
+
K
−
π
+
directly, so the point-like 3-body matrix element
$$ \left\langle {K}^{+}{K}^{-}{\pi}^{+}\left|u\overline{d}\right|0\right\rangle $$
K
+
K
−
π
+
u
d
¯
0
is also considered.
The decay mode of the
$$ {B}_c^{+}\to {\overline{K}}^{\ast 0}(892){K}^{+} $$
B
c
+
→
K
¯
∗
0
892
K
+
is contributed to the annihilation contribution.
The branching ratios of quasi-two-body decays expand in the range of (2.
12 ± 0.
61) × 10
−6
to (7.
56 ± 1.
71) × 10
−6
.
Related Results
(Invited) Engineering Multipolar Resonances in Nonlocal Metasurfaces
(Invited) Engineering Multipolar Resonances in Nonlocal Metasurfaces
When arranged in a metasurface, enhancing field interactions within scattering elements enables precise control over incident light phase and amplitude. This arrangement induces sc...
Extreme planetary resonances: Study of high eccentricity and high inclination resonances in exoplanet systems
Extreme planetary resonances: Study of high eccentricity and high inclination resonances in exoplanet systems
Over the past 30 years, the number of confirmed exoplanetary systems has increased enormously, with nearly a thousand systems hosting multiple planets. The orbital architectures of...
Propagation factors influencing observations of resonances of atmospheric gravity waves
Propagation factors influencing observations of resonances of atmospheric gravity waves
<p>Observations of the ionosphere with the airglow, GPS-TEC, and HF radar techniques reveal a resonance-kind response of the middle and upper atmosphere to broad-band...
Advances in applications of positron annihilation spectroscopy to investigating semiconductor microstructures
Advances in applications of positron annihilation spectroscopy to investigating semiconductor microstructures
Positron annihilation spectroscopy has unique advantage for detecting the micro-defects and microstructures in materials,especially for investigating the negatively charged defects...
Quark Structure of the X (4500), X (4700) and χc(4P,5P) States
Quark Structure of the X (4500), X (4700) and χc(4P,5P) States
We study some of the main properties (masses and open-flavor strong decay widths) of 4P and 5P charmonia. While there are two candidates for the χc0(4P,5P) states, the X(4500) and ...
The Beauty of Flavour Physics
The Beauty of Flavour Physics
This thesis discusses benchmark decays of $B$ mesons, which are excellent tools for testing the theory of the Standard Model of particle physics and exploring New Physics effects. ...
Positron Annihilation Studies of Materials
Positron Annihilation Studies of Materials
AbstractPositron annihilation provides sensitive and versatile probe techniques in materials science that can characterize electronic structure and vacancy‐type, open volume, defec...
The branching fraction calculations of Bc+ → ψ(2S)π+, Bc+ → J/ψK+ and Bc+ → J/ψDs+ decays relative to that of the Bc+ → J/ψπ+ mode
The branching fraction calculations of Bc+ → ψ(2S)π+, Bc+ → J/ψK+ and Bc+ → J/ψDs+ decays relative to that of the Bc+ → J/ψπ+ mode
The weak decay of [Formula: see text] into [Formula: see text], [Formula: see text] and [Formula: see text] mesons, observed by LHCb collaboration for the first time, are calculate...

