论文标题
一阶因果关系和稳定的流体动力学与以色列 - 斯图尔特理论之间的相等性，用于持续放松时间的增压系统
Equivalence between first-order causal and stable hydrodynamics and Israel-Stewart theory for boost-invariant systems with a constant relaxation time
论文作者
论文摘要
我们表明，最近配制的因果关系和稳定的一阶水动力学具有与以色列 - 斯图尔特理论相同的动力学理论，用于增强不变的Bjorken扩展系统，具有状态的共形方程和由恒定放松时间确定的调节部门。在这种情况下，可以通过分析确定新的一阶配方的一般解决方案。
We show that the recently formulated causal and stable first-order hydrodynamics has the same dynamics as Israel-Stewart theory for boost-invariant, Bjorken expanding systems with a conformal equation of state and a regulating sector determined by a constant relaxation time. In this case, the general solution of the new first-order formulation can be determined analytically.
