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Splitting superfluid hydrodynamic equations and instability of solutions in the case of degenerate bosons

机译:简并玻色子情况下超流体流体动力学方程的分裂和解的不稳定性

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摘要

Properties of solutions to superfluid hydrodynamic equations as applied to the degenerate Bose gas are considered. The equations are split into two independent pairs of equations. One pair is written for the normal component implies the instability of solutions, which manifests itself in the majorant catastrophe with respect to the total density. The case when the thermodynamic functions depend on the difference of the normal and superfluid velocities is also considered. In that case, the system is not split; however, the instability and the majorant catastrophe occur when the initial temperature tends to absolute zero.
机译:考虑了应用于简并的玻色气体的超流体流体力学方程解的性质。方程分为两个独立的方程对。一对为正态成分而写,表示解决方案的不稳定性,这在总密度方面表现为重大灾难。还考虑了热力学函数取决于法向速度和超流体速度之差的情况。在这种情况下,系统不会拆分;但是,当初始温度趋于绝对为零时,会发生不稳定和主要灾难。

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