- Effects of Broad Hadron Distribution on Low Mass Dilepton
Signals
(Ms. Judith Peters, advised by K. Haglin)
In high-energy nucleus-nucleus central collisions, a sizable fraction
of the beam energy is converted into hadronic matter produced in the
vicinity of the center of mass of the colliding system. The rho
meson is a particularly important constituent of this matter due to its
direct dilepton decay channel. Dileptons are ideal probes for
studying the in-medium properties of hadrons since they probe the
entire volume of the system and carry information on the thermodynamical
state of the medium at the point of production. Therefore,
the invariant mass distribution of dileptons is crucial to
understanding the in-medium spectral function of vector mesons. This
model seeks to improve upon existing models by describing
production of dileptons with the width of the rho mesons and the
participating pions broadened to included in-medium decay and collision
where appropriate. The impact of radial flow on the production of dileptons
will also be addressed.
Ms. Peters, pictured below, presented results as a poster in the
2002 Student Research Colloquium.
- Charmonium Dissociation in Hadronic Matter (Mr. Theron Blount,
advised by K. Haglin)
High energy nuclear collisions create a short-lived, heated
and compressed system of subatomic particles called mesons. One
such meson, the $J/\psi$, is a rare and fairly massive object consisting
of a charm quark plus its antiquark. When $J/\psi$ collides with lighter
particles, it can suffer breakup and lose its identity in favor of
other, less rate and lighter particles. Modeling the rate
at which these conversions take place is critical in understanding the overall
production of $J/\psi$. Nuclear collision events which have a decreased
production of $J/\psi$ are expected to involve, at least for some brief
moments, the presence of a plasma of deconfined quarks and gluons. The
plasma represents a new phase of matter in the sense that it has never
before been identified in the laboratory. We predict the likelihood of
$J/\psi$ survival using relativistic kinetic theory, complete
with dynamical system details and with energy, momentum and other
appropriate conservation laws. The survival probability calculation can
be compared with experimental yields. Breakup scattering
rates, system cooling rates, and particle distributions are among the
parameters of our model that we vary in attempts to better understand the
experiments.
Mr. Blount is pictured below standing between two attendees and is
explaining his poster at the
2002 Student Research Colloquium.
- Modifications of the Lifetime of the Omega
Particle (Mr. Michael Kakuk, advised by K. Haglin)