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Masses and thermodynamic properties of heavy mesons in the non-relativistic quark model using the Nikiforov–Uvarov method

机译:使用Nikiforov-UVarov方法在非相对论夸克模型中重型椎间盘的群众和热力学特性

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摘要

Abstract Thermodynamic properties of heavy mesons are calculated within the framework of the N-dimensional radial Schrödinger equation. The Cornell potential is extended by including the quadratic potential plus the inverse of quadratic potential. The energy eigenvalues and the corresponding wave functions are calculated in the N-dimensional space using the Nikiforov–Uvarov (NU) method. The obtained results are applied for calculating the mass of spectra of charmonium, bottomonium, b c¯, $$ overline{mathrm{c}}, $$ and c s¯ $$ overline{mathrm{s}} $$ mesons. The thermodynamic properties of heavy quarkonia such as the mean energy, the specific heat, the free energy, and the entropy are calculated. The effect of temperature and the dimensionality number on heavy meson masses and thermodynamic properties is investigated. The obtained results are improved in comparison with other theoretical approaches and in a good agreement with experimental data. We conclude that the present potential well describes thermodynamic properties in the three-dimensional space and also the higher dimensional space.
机译:摘要在N维径向薛定平方程的框架内计算重型胶位的热力学性质。康奈尔电位通过包括二次潜力加上二次电位的倒数来延伸。使用nikiforov-uvarov(nu)方法在N维空间中计算能量特征值和相应的波函数。获得的结果用于计算越野,{ mathrm {c},$$和cs¯$$ overline { mathrm {s}} $$ mesons 。计算重Quarkonia的热力学性质,例如平均能量,比热,自由能和熵。研究了温度和维数数对重迈克斯群众和热力学性质的影响。与其他理论方法相比,获得的结果得到改善,与实验数据良好。我们的结论是,本势阱描述了在三维空间中,也是高维空间中的热力学性质。

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