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arXiv 0710.2684nucl-thhep-ph
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有限温度下核物质的开粲

Open charm in nuclear matter at finite temperature

Laura Tolos, Angels Ramos, Tetsuro Mizutani

摘要:

利用自洽耦合道方法研究了有限温度下核物质中开粲介子($D$和$\bar {D}$)的性质。介子-重子相互作用采用破缺的SU(4)s波Tomozawa-Weinberg项,并辅以吸引的标量-等腰吸引。在有限温度下的介质中解以自洽的方式包含了泡利阻塞效应、所有重子的平均场束缚、$π$和开魅介子自能。在$DN$部门,$Λ_c$和$Σ_c$共振,动态产生的2593 MeV和2770 MeV的自由空间,保持接近其自由空间的位置,同时获得一个显着的宽度,由于热涂抹泡利阻塞以及从核物质密度的影响。结果,$D$介子谱密度在接近$D$介子自由空间质量的能量处显示出一个明显的峰值,该峰值随着物质密度的增加而变宽,特别是在较低能量处具有延伸的尾部。$\bar D$势表现出适度的排斥行为,来自$\bar D N$相互作用的主导I=1的贡献。然而,低密度定理不是$\bar D$自能的良好近似,尽管在这种情况下没有接近阈值的共振空穴贡献。我们推测了$D$介子核的可能性,并讨论了重离子碰撞中$J/Ψ$抑制的一些结果,特别是对FAIR未来的CBM实验。

英文摘要:

We study the properties of open-charm mesons ($D$ and $\bar {D}$) in nuclear matter at finite temperature within a self-consistent coupled-channel approach. The meson-baryon interactions are adopted from a type of broken SU(4) s-wave Tomozawa-Weinberg terms supplemented by an attractive scalar-isoscalar attraction. The in-medium solution at finite temperature incorporates Pauli blocking effects, mean-field binding on all the baryons involved, and $π$ and open-charm meson self-energies in a self-consistent manner. In the $DN$ sector, the $Λ_c$ and $Σ_c$ resonances, generated dynamically at 2593 MeV and 2770 MeV in free space, remain close to their free-space position while acquiring a remarkable width due to the thermal smearing of Pauli blocking as well as from the nuclear matter density effects. As a result, the $D$ meson spectral density shows a single pronounced peak for energies close to the $D$ meson free-space mass that broadens with increasing matter density with an extended tail particularly towards lower energies. The $\bar D$ potential shows a moderate repulsive behavior coming from the dominant I=1 contribution of the $\bar D N$ interaction. The low-density theorem is, however, not a good approximation for the $\bar D$ self-energy in spite of the absence of resonance-hole contributions close to threshold in this case. We speculate the possibility of $D$-mesic nuclei as well as discuss some consequences for the $J/Ψ$ suppression in heavy-ion collisions, in particular for the future CBM experiment at FAIR.

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