1994
DOI: 10.1016/0370-1573(94)90064-7
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Dual parton model

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Cited by 688 publications
(624 citation statements)
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References 233 publications
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“…The general argument seems to be that the increase of energy implies phase-space opening. There is more room for partons, strings, clusters or clans, more room for multiple collisions and different impact parameters contributions, more room for harder collisions and additional QCD branching [2]. In all these approaches, if there are no limitations, fluctuations increasingly dominate over average multiplicity: D 2 / n 2 increases and, asymptotically, it may reach a constant value (KNO scaling [3]).…”
Section: The Problemmentioning
confidence: 99%
“…The general argument seems to be that the increase of energy implies phase-space opening. There is more room for partons, strings, clusters or clans, more room for multiple collisions and different impact parameters contributions, more room for harder collisions and additional QCD branching [2]. In all these approaches, if there are no limitations, fluctuations increasingly dominate over average multiplicity: D 2 / n 2 increases and, asymptotically, it may reach a constant value (KNO scaling [3]).…”
Section: The Problemmentioning
confidence: 99%
“…In particular, the baryon stopping mechanism modeled in HIJING was found to underestimate the stopping in heavy nuclear collisions, while VENUS model was able to reproduce the baryon stopping and strange baryon production by introducing a new non-equilibrium dynamical mechanism called the double string. The mechanism in HIJING, adapted from the LUND Fritiof [7] and dual parton model (DPM) [8], involves diquark-quark string excitations followed by string breaking. The final valence baryons in this model always emerge within about a unit of rapidity from those of the unbroken diquarks.…”
Section: Introductionmentioning
confidence: 99%
“…For this reason in the last few years general interest has grown in "physically inspired" simulations. These are based upon theoretical and phenomenological models like QCD and the Dual Parton Model [24], capable of properly constraining the predictions where data do not exist, without the introduction of a large number of free parameters. It is worthwhile to mention the attempt to merge the DPMJET model [25] into the shower simulation of HEMAS [26], and the interface of the CORSIKA shower code [27] with different models, like HDPM (the original interaction model of CORSIKA), VENUS [28], QGSJET [29], SIBYLL [30], and the afore mentioned DPMJET.…”
Section: Uncertainties Of the Hadronic Interaction Modelmentioning
confidence: 99%