论文标题
曲线上的粘性流动的对称性和差异不变性
Symmetries and Differential Invariants for Viscid Flows on a Curve
论文作者
论文摘要
在本文中，考虑了曲线上粘性液的流量。发现对称代数和差异不变的相应场。我们研究了它们对培养基热力学状态的依赖，并提供热力学状态的分类。
In this paper, flows of a viscid fluids on curves are considered. Symmetry algebras and the corresponding fields of differential invariants are found. We study their dependence on thermodynamic states of media, and provide classification of thermodynamic states.
