2020
DOI: 10.3390/particles3010014
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Using the Beth–Uhlenbeck Approach to Describe the Kaon to Pion Ratio in a 2 + 1 Flavor PNJL Model

Abstract: The kaon to pion ratios are discussed in the framework of a 2+1 flavor PNJL model. In order to interpret the behaviour of bound states in medium the Beth-Uhlenbeck approach is used. It is shown that in terms of phase shifts in the K + channel an additional low-energy mode could appear as a bound state in medium since the masses of the quark constituents are different. The comparison with experimental data for the ratios is performed and the influence of the anomalous mode to the "horn" effect in the K + /π + r… Show more

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Cited by 6 publications
(7 citation statements)
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“…For the HRG model, see Figures 1 and 4 of reference [65], where the similarity of the K + /π + ratio with the Wroblewski factor λ s = 2 ss /( uū + dd ) was noticed. For the PNJL model, this behaviour has been shown in Figure 7 of [34] in the BW approximation and in Figure 3 of [66] for the BU approach. The lines of constant K − /π − ratio have the opposite slope and cross the freezeout line only once, thus forming a monotonously rising function of the increasing freezeout temperature (or √ s N N ).…”
Section: "Horn" Effect In the Kaon-to-pion Ratiomentioning
confidence: 72%
See 1 more Smart Citation
“…For the HRG model, see Figures 1 and 4 of reference [65], where the similarity of the K + /π + ratio with the Wroblewski factor λ s = 2 ss /( uū + dd ) was noticed. For the PNJL model, this behaviour has been shown in Figure 7 of [34] in the BW approximation and in Figure 3 of [66] for the BU approach. The lines of constant K − /π − ratio have the opposite slope and cross the freezeout line only once, thus forming a monotonously rising function of the increasing freezeout temperature (or √ s N N ).…”
Section: "Horn" Effect In the Kaon-to-pion Ratiomentioning
confidence: 72%
“…6 vs. 7) plays no decisive role in the description of the kaon-to pion ratios. This is understood because the horn originates from the relative positions of the almost straight lines of the kaon-to-pion ratios and their slope to the curved freezeout line in the phase diagram while the presence or absence of the critical point has no effect on these features (see the corresponding figures in references [34,66,72]).…”
Section: "Horn" Effect In the Kaon-to-pion Ratiomentioning
confidence: 99%
“…7 of [34] in the BW approximation and in Fig. 3 of [66] for the BU approach. The lines of constant K − /π − ratio have the opposite slope and cross the freezeout line only once, thus forming a monotonously rising function of the increasing freezeout temperature (or…”
Section: "Horn" Effect In the Kaon-to-pion Ratiomentioning
confidence: 96%
“…where E = M 2 + p 2 , g(E) = (e E/T − 1) −1 is the Bose function and δ M (M ) is in-medium phase shift in the meson channel M calculated within the PNJL model [14,15]. In order to relate the model results with the actual phenomenology of chemical freeze-out in heavy-ion collisions we use the idea to map points with a fixed value of µ/T on the line in phase diagram of our PNJL model to points on the curve fitted to statistical model analyses.…”
Section: Beth-uhlenbeck Approach To the "Horn" Effectmentioning
confidence: 99%