We consider the equations of a multi-velocity model of a binary mixture of viscous compressible fluids (two-fluid medium) in the case of one-dimensional barotropic motions. We prove the global (in time) existence and uniqueness of a strong solution to the initial-boundary value problem describing the motion in a bounded spatial domain.

中文翻译：

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粘性可压缩双流体一维正压方程初边值问题的全局唯一可解性

我们考虑在一维正压运动情况下粘性可压缩流体（二流体介质）二元混合物的多速度模型方程。我们证明了描述有界空间域中运动的初始边界值问题的强解的全局（时间）存在性和唯一性。