论文标题
二阶流体动力学基于QGP的有效动力学理论和电磁信号
Second order hydrodynamics based on effective kinetic theory and electromagnetic signals from QGP
论文作者
论文摘要
我们通过采用最近开发的二阶耗散性流体动力学配方,研究了在粘度的存在下,从相对论重离子碰撞中研究的热diLepton和光子产生。 The sensitivity of shear and bulk viscous pressures to the temperature dependence of relaxation time is analyzed within one dimensional boost invariant expansion of quark gluon plasma (QGP).The dissipative corrections to the phase-space distribution functions upto first order in gradients are obtained from the Chapman-Enskog like iterative solution of effective Boltzmann equation in the relaxation time approximation. QGP的热DILEPTON和光子产生速率是通过使用此粘性修饰的分布函数来计算的。这些颗粒的产率被定量,以QGP的纵向膨胀,并具有不同的温度依赖性松弛时间。我们采用二阶流体动力学模型的分析表明,耗能和光子的光谱通过散装和剪切粘度都得到增强,并且表现良好。同样,发现这些颗粒的屈服对放松时间很敏感。此外,我们将这些粒子光谱与标准的流体动力公式进行比较。
We study the thermal dilepton and photon production from relativistic heavy ion collisions in presence of viscosities by employing the recently developed second order dissipative hydrodynamic formulation estimated within a quasiparticle description of thermal QCD (Quantum Chromo-Dynamics) medium. The sensitivity of shear and bulk viscous pressures to the temperature dependence of relaxation time is analyzed within one dimensional boost invariant expansion of quark gluon plasma (QGP).The dissipative corrections to the phase-space distribution functions upto first order in gradients are obtained from the Chapman-Enskog like iterative solution of effective Boltzmann equation in the relaxation time approximation. Thermal dilepton and photon production rates for QGP are calculated by employing this viscous modified distribution function. Yields of these particles are quantified for the longitudinal expansion of QGP with different temperature dependent relaxation times. Our analysis employing this second order hydrodynamic model indicates that the spectra of dileptons and photons gets enhanced by both bulk and shear viscosities and is well behaved. Also, these particle yields are found to be sensitive to relaxation time. Further, we do a comparison of these particle spectra with a standard hydrodynamic formulation.