1981
DOI: 10.1016/0375-9474(81)90427-9
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Equilibration in relativistic nuclear collisions. A Monte Carlo calculation

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Cited by 412 publications
(212 citation statements)
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References 25 publications
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“…In this work, a nonstochastic Pauli blocking was implemented propitiating a time-dependent analysis of multiple particlehole excitations during the cascade process. The method is completely new and provides a more rigorous formalism to address short-range correlations in nuclear matter in comparison with the statistical approaches employed in some refined transport calculations [10], as well as in other cascade models, like the sophisticated Liège INC model [50]. Similarly with the scenario found in low-energy nuclear reactions, forwardangle meson photoproduction processes are also strongly sensitive to the Pauli blocking mechanism due to the typical small-momentum-transfer regime.…”
Section: Pauli Blocking In the Mcmc Model: A Time-dependent Nonstomentioning
confidence: 99%
“…In this work, a nonstochastic Pauli blocking was implemented propitiating a time-dependent analysis of multiple particlehole excitations during the cascade process. The method is completely new and provides a more rigorous formalism to address short-range correlations in nuclear matter in comparison with the statistical approaches employed in some refined transport calculations [10], as well as in other cascade models, like the sophisticated Liège INC model [50]. Similarly with the scenario found in low-energy nuclear reactions, forwardangle meson photoproduction processes are also strongly sensitive to the Pauli blocking mechanism due to the typical small-momentum-transfer regime.…”
Section: Pauli Blocking In the Mcmc Model: A Time-dependent Nonstomentioning
confidence: 99%
“…Long before intermediate energy collisions which are best described by multifragmenation mechanisms, the concept of temperature was being used routinely to describe heavy ion collisions at Bevalac (see for example [16]). In cascade [55] or transport calculations [56] one can follow in microscopic models how the original ordered motion of the beam gets dispersed into a Maxwell-Boltzmann distribution through two-body collisions. In the Purdue experiment of proton on Xe [18], the high energy tails of the kinetic energy spectra provide evidence that the fragments originate from a common remnant system somewhat lighter than the target which disassembles simultaneously into a multibody final system.…”
Section: Temperature Measurements a Kinetic Temperaturesmentioning
confidence: 99%
“…Otherwise, the collision is treated as a two-body collision [13,14,15]. The cut (=4 GeV in the program) was chosen by observing that JPCIAE correctly reproduces charged multiplicity distributions in AA collisions.…”
Section: Figmentioning
confidence: 99%