论文标题
同步气体的流体动力学方法
Hydrodynamic approach to the Synge gas
论文作者
论文摘要
获得了完美的能量张量的必要条件，以描述单位相对论综合气体的能量演变。然后，可以构建一种像爱因斯坦同步解决方案的类似Rainich的理论。从流体动力学的角度分析了在低温或高温下或在整个适用性域中近似synge气体的方程。
The necessary and sufficient conditions for a perfect energy tensor to describe the energy evolutions of a monoatomic relativistic Synge gas are obtained. Then, a Rainich-like theory for the Einstein-Synge solutions can be constructed. Equations of state approximating that of a Synge gas at low or at high temperatures, or in the entire domain of applicability, are analyzed from a hydrodynamic point of view.
