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van der Waals Interactions in Hadron Resonance Gas: From Nuclear Matter to Lattice QCD

机译:范德沃尔斯在波多伦共振天然气的互动:从核事务到格子QCD

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摘要

An extension of the ideal hadron resonance gas (HRG) model is constructed which includes the attractive and repulsive van derWaals (VDW) interactions between baryons. This VDW-HRG model yields the nuclear liquid-gas transition at low temperatures and high baryon densities. The VDW parameters a and b are fixed by the ground state properties of nuclear matter, and the temperature dependence of various thermodynamic observables at zero chemical potential are calculated within the VDW-HRG model. Compared to the ideal HRG model, the inclusion of VDW interactions between baryons leads to a qualitatively different behavior of second and higher moments of fluctuations of conserved charges, in particular in the so-called crossover region T similar to 140-190 MeV. For many observables this behavior resembles closely the results obtained from lattice QCD simulations. This hadronic model also predicts nontrivial behavior of net-baryon fluctuations in the region of phase diagram probed by heavy-ion collision experiments. These results imply that VDW interactions play a crucial role in the thermodynamics of hadron gas. Thus, the commonly performed comparisons of the ideal HRG model with the lattice and heavy-ion data may lead to misconceptions and misleading conclusions.
机译:构造了理想的强子共振气体(HRG)模型的延伸,其包括Baryons之间的吸引力和令人厌恶的范德文(VDW)相互作用。该VDW-HRG模型在低温下产生核液体 - 气体转变和高压顿密度。 VDW参数A和B通过核物质的地状态特性来固定,并且在VDW-HRG模型中计算各种热力学可观察到零化学电位的温度依赖性。与理想的HRG模型相比,包含Baryons之间的VDW相互作用导致第二和更高时刻的保守电荷波动的定性不同的行为,特别是在类似于140-190 MeV的所谓的交叉区域T中。对于许多可观察到,这种行为与晶格QCD仿真获得的结果紧密相似。该辐射模型还预测了重离子碰撞实验探测的相图中Net-Baryon波动的非竞争行为。这些结果意味着VDW相互作用在强子气体的热力学中起着至关重要的作用。因此,通常进行了与晶格和重离子数据的理想HRG模型的常见比较可能导致误解和误导性结论。

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  • 来源
    《Physical review letters》 |2017年第26期|182301.1-182301.6|共6页
  • 作者单位

    Goethe Univ Frankfurt Frankfurt Inst Adv Studies D-60438 Frankfurt Germany|Goethe Univ Frankfurt Inst Theoret Phys D-60438 Frankfurt Germany|Taras Shevchenko Natl Univ Kiev Dept Phys UA-03022 Kiev Ukraine;

    Goethe Univ Frankfurt Frankfurt Inst Adv Studies D-60438 Frankfurt Germany|Bogolyubov Inst Theoret Phys UA-03680 Kiev Ukraine;

    Goethe Univ Frankfurt Frankfurt Inst Adv Studies D-60438 Frankfurt Germany|Goethe Univ Frankfurt Inst Theoret Phys D-60438 Frankfurt Germany;

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