97,220 research outputs found
X(3915) and X(4350) as new members in P-wave charmonium family
The analysis of the mass spectrum and the calculation of the strong decay of
P-wave charmonium states strongly support to explain the newly observed X(3915)
and X(4350) as new members in P-wave charmonium family, i.e.,
for X(3915) and for X(4350).
Under the P-wave charmonium assignment to X(3915) and X(4350), the
quantum numbers of X(3915) and X(4350) must be and
respectively, which provide the important criterion to test P-wave charmonium
explanation for X(3915) and X(4350) proposed by this letter. The decay behavior
of the remaining two P-wave charmonium states with the second radial excitation
is predicted, and experimental search for them is suggested.Comment: 4 pages, 2 figures, 2 tables. More references and discussions added,
typos corrected. Accepted for publication in Phys. Rev. Lett
Behavior of vacuum and naked singularity under smooth gauge function in Lyra geometry
Lyra geometry is a conformal geometry originated from Weyl geometry. In this
article, we derive the exterior field equation under spherically symmetric
gauge function and metric in Lyra geometry. When we impose a specific
form of the gauge function , the radial differential equation of the
metric component will possess an irregular singular point(ISP) at
. Moreover, we apply the method of dominant balance and then get the
asymptotic behavior of the new spacetime solution. The significance of this
work is that we could use a series of smooth gauge functions to
modulate the degree of divergence of the singularity at and the
singularity will become a naked singularity under certain conditions.
Furthermore, we investigate the physical meaning of this novel behavior of
spacetime in Lyra geometry and find out that no spaceship with finite
integrated acceleration could arrive at this singularity at . The physical
meaning of gauge function and integrability is also discussed.Comment: 24 pages, 1 figure
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