论文标题
三角rosen-morse潜力的热力学特性，并应用于介体的量子气体
Thermodynamic properties of the trigonometric Rosen-Morse potential and applications to a quantum gas of mesons
论文作者
论文摘要
在这项研究中，我们为被描述为颜色电荷偶极子的介体的量子气体制定了热力学功能。他们指的是三角rosen-morse电位的特殊参数化，该参数允许在三维超球，$ s^{3} $上转换为自由量子运动的扰动，该歧管只能托管电荷中性系统，电荷置于电荷偶极子，是最小数量的组成量的配置。在量的强度相互作用理论，量子染色体动力学理论中，电荷中立性表现为颜色约束的重要方面，我们希望我们的发现对Hadrons物理学中的温度现象的评估会引起人们的兴趣，尤其是在色荷偶极子（Mesons）的量子气体中。结果以$ f_0 $和$ j/ψ$介子为例说明。
In this study we work out thermodynamic functions for a quantum gas of mesons described as color-electric charge dipoles. They refer to a particular parametrization of the trigonometric Rosen-Morse potential which allows to be transformed to a perturbation of free quantum motion on the three-dimensional hyper-sphere, $S^{3}$, a manifold that can host only charge-neutral systems, the charge dipoles being the configuration of the minimal number of constituents. To the amount charge neutrality manifests itself as an important aspect of the color confinement in the theory of strong interaction, the Quantum Chromodynamics, we expect our findings to be of interest to the evaluation of temperature phenomena in the physics of hadrons and in particular in a quantum gas of color charge dipoles as are the mesons. The results are illustrated for $f_0$ and $J/ψ$ mesons.
