Speaker
Bindu A. BAMBAH
(UNIVERSITY OF HYDERABAD, HYDERABAD, TELENGANA INDIA)
Description
The existence of the Quark Gluon Plasma(QGP) requires that in the collision of heavy
ions an initial fireball is formed which has a lifetime larger than typical hadronic time scale
of sec and that the temperature and volume of the fireball is sufficient to ensure that
the Quark Hadron phase transition predicted by statistical QCD is achieved. Then the
pions and photons emitted from this hot fire ball may carry information of the tempera-
ture and life time of the emitting region, and this may manifest itself in the correlation
functions and multiplicities which can be modified by finite temperature. Thus it is impor-
tant to find ways of incorporating finite temperature effects in multiplicity distributions
and correlations. The Thermo field formalism is particularly useful in the description of
parametric dynamical systems in which squeezing of quantum fluctuations is important.
Quantum optical systems with Bose - Einstein thermal fluctuation properties are conven-
tionally represented by density matrices and their evolution described by master equations.
We apply the formalism of thermofield dynamics can be used to get the thermal counter
parts of multiplicity distribution and correlations. We then compare the distribution to
the Glauber Lachs distribution and calculate the chaoticity parameter. Comparison with
current data is given.
Author
Bindu A. BAMBAH
(UNIVERSITY OF HYDERABAD, HYDERABAD, TELENGANA INDIA)
Co-author
Naveen Kumar Mogurampally
(UNIVERSITY OF HYDERABAD, HYDERABAD, TELENGANA INDIA)