197 research outputs found
Systematics of q anti-q states in the (n,M^2) and (J,M^2) planes
In the mass region up to M < 2400 MeV we systematise mesons on the plots
(n,M^2) and (J,M^2), thus setting their classification in terms of n^{2S+1}L_J
q anti-q states. The trajectories on the (n,M^2)-plots are drawn for the
following (IJ^{PC})-states: a_0(10^{++}), a_1(11^{++}), a_2(12^{++}),
a_3(13^{++}), a_4(14^{++}), pi(10^{-+}), pi_2(12^{-+}), eta(00^{-+}),
eta_2(02^{-+})$, rho(11^{--}), f_0(00^{++}), f_2(02^{++}). All trajectories are
linear, with nearly the same slopes. At the (J,M^2)-plot we set out meson
states for leading and daughter trajectories: for pi, rho, a_1, a_2 and P'.Comment: 6 pages, LaTeX, 16 EPS figures, epsfig.st
Reactions gamma gamma -> pi pi and gamma gamma -> K \bar K: the (IJ^{PC}=00^{++})-wave spectra at E_{gamma gamma}^{(c.m.)} = 300- 1900 MeV
We calculate the -wave two-meson spectra for the reactions
, , and on the basis of: (i) the results of
the -matrix analysis of the amplitudes for the reactions , , , , , and (ii)
recently developed method for calculation of the decay amplitudes
, . The
reconstructed and spectra can be used as a guide for the
extraction of partial widths of scalar/isoscalar resonances , , ,
. As follows from our calculations, the resonances
and in the and spectra reveal
themselves as dips.Comment: 13 pages, LaTeX, elsart + 7 EPS figures, epsfig.st
Resonance : Is it a scalar glueball ?
The ratios of partial widths for the decay of a glueball into two
pseudoscalar mesons are calculated under the assumption that the production of
light quark pairs () in soft gluon-\-induced reactions
goes on within universal symmetry breaking. Parameter of the violation of
flavour symmetry is fixed by the central hadron production data in high energy
hadron collisions and/or by the ratios of radiative decay amplitudes and . The ratios of coupling constants which are calculated with this parameter coincide
reasonably with those of , supporting an idea about glueball nature
of .Comment: LaTex, 8 pages, 2 .eps figures in one uuencoded file, uses epsfi
Partial widths a_0(980)\to\gamma\gamma, f_0(980)\to\gamma\gamma and q\bar q-classification of the lightest scalar mesons
We calculate partial widths for the decays a_0(980)\to\gamma\gamma and
f_0(980)\to\gamma\gamma under the assumption that a_0(980) and f_0(980) are
members of the basic 1^3P_0 q\bar q nonet. The results are in a reasonable
agreement with data thus giving an argument for a q\bar q origin of these
mesons. We also calculate the \gamma\gamma partial widths for the other scalar
mesons, members of the 2^3P_0 q\bar q nonet.Comment: 9 pages, LaTeX, 5 EPS figures, epsfig.st
Nonet Classification of Scalar/Isoscalar Resonances in the Mass Region below 1900 MeV: Observation of the Lightest Scalar Glueball
We summarize the results of the investigation of the wave
which is devoted to the search for the lightest scalar glueball. In the
framework of the K-matrix formalism, the -nonet classification of the
scalar/isoscalar states is performed in the mass region below 1900 MeV basing
on the following data: GAMS data for , ,
; CERN-M\"unich data for ; Crystal Barrel
data for , , ; BNL
data for . It is shown the existence of an extra state
for classification: this state is a good candidate for the lightest
scalar glueball. Analysis of the glueball/ mixing shows that the
glueball state has mainly dispersed over three real resonances: ,
and . The broad resonance with complex mass
MeV is descendant of the pure glueball. The
restored mass of the pure glueball is equal to 1695 MeV. This value agrees well
with the results of lattice gluodynamics.Comment: LaTex, 5 pages and 7 figures. Talk given by V.V.Anisovich at LEAP96,
Dinkelsbuhl, German
K-Matrix Analysis of the () Amplitude in the Mass Region up to 1550 MeV
K-matrix analysis of the wave is performed in the channels
and in the mass region up to 1550 MeV. The
fit is based on the following data: ,
[1,2], [3,4], [5] and the inelastic cross section of the interaction [6].
Simultaneous analysis of these data confirms the existence of the scalar
resonances: and , the poles of the amplitude
being at the following complex masses (in MeV): ,
, and . The fourth pole has
sunk deeply into the complex plane: . Positions
of the K-matrix poles (which are referred to the masses of bare states) are at
MeV, MeV, MeV and MeV.
Coupling constants of the K-matrix poles to the , and channels are found that allow us to analyze the quark and gluonic content of
bare states. It is shown that and (which
are strongly related to ) can be considered as good candidates for
scalar glueball.Comment: 19 pages, LATEX, 6 figures in one uu-fil
The light sigma meson
In the framework of the dispersion relation N/D-approach, we restore the
low-energy pi-pi (IJ^{PC}=00^{++})-wave amplitude sewing it with the previously
obtained K-matrix solution for the region 450-1900 MeV. The restored
N/D-amplitude has a pole on the second sheet of the complex-s plane near the
pi-pi threshold, that is the light sigma meson.Comment: 5 pages, LaTeX, 3 EPS figures, epsfig.st
Nucleon participants or quark participants?
We show that centrality dependence of charged particle pseudorapidity density
at midrapidity in Au+Au collisions at RHIC is well described as proportional to
We show that centrality dependence of charged particle pseudorapidity density
at midrapidity in Au+Au collisions at RHIC is well described as proportional to
the number of participating constituent quarks. In this approach there is no
need for an additional contribution from hard processes usually considered in
the models based on the number of the nucleon participants.Comment: 3 pages, 4 figures, latex, version accepted for publication in
Phys.Rev.
-Glueball/-State Mixing in the Mass Region near 1500 MeV
Basing on the results of the K-matrix fit of wave, we
analyze the analytic structure of the amplitude and /glueball content
of resonances in the mass region 1200-1900 MeV, where an extra state for -systematics exists being a good candidate for the lightest scalar
glueball. Our analysis shows that the pure glueball state dispersed over three
resonances: , and , while the
glueball admixture in is small. The broad resonance
is the descendant of the lightest pure glueball. The
mass of pure glueball is MeV, in agreement with Lattice
calculation results.Comment: LaTex, 12 pages, 2 figure
Partial wave analysiss of pbar-p -> piminus-piplus, pizero-pizero, eta-eta and eta-etaprime
A partial wave analysis is presented of Crystal Barrel data on pbar-p ->
pizero-pizero, eta-eta and eta-etaprime from 600 to 1940 MeV/c, combined with
earlier data on d\sigma /d\Omega and P for pbar-p->piminus-piplus. The
following s-channel I=0 resonances are identified: (i) J^{PC} = 5^{--} with
mass and width (M,\Gamma) at (2295+-30,235^{+65}_{-40}) MeV, (ii) J^{PC} =
4^{++} at (2020+-12, 170+-15) MeV and (2300+-25, 270+-50) MeV, (iii) 3D3 JPC =
3^{--} at (1960+-15, 150+-25) MeV and (2210+-4$, 360+-55) MeV, and a 3G3 state
at (2300 ^{+50}_{-80}, 340+-150) MeV, (iv) JPC = 2^{++} at (1910+-30, 260+-40)
MeV, (2020+-30, 275+-35) MeV, (2230+-30, 245+-45) MeV, and (2300+-35, 290+-50)
MeV, (v) JPC = 1^{--} at (2005+-40, 275+-75) MeV, and (2165+-40, 160
^{+140}_{-70}) MeV, and (vi) JPC = 0^{++} at (2005+-30, 305+-50) MeV,
(2105+-15, 200+-25) MeV, and (2320+-30, 175+-45) MeV. In addition, there is a
less well defined 6^{++} resonance at 2485+-40 MeV, with Gamma = 410+-90 MeV.
For every JP, almost all these resonances lie on well defined linear
trajectories of mass squared v. excitation number. The slope is 1.10+-0.03
Gev^2 per excitation. The f_0(2105) has strong coupling to eta-\eta, but much
weaker coupling to pizero-pizero. Its flavour mixing angle between q-qbar and
s-sbar is (59-71.6)deg, i.e. dominant decays to s-sbar. Such decays and its
strong production in pbar-p interactions strongly suggest exotic character.Comment: Makes available the combined fit to Crystal Barrel data on pbar-p ->
2-body final states. 29 pages, 11 figures. Typo corrected in version
- …