牛顿流体微分层次模型的构建与研究

George Jaiani
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引用次数: 0

摘要

我们以欧拉坐标为棱柱壳状域中的理想流体和牛顿粘性流体流动构建了数学层次模型。讨论了角域边界条件拟合的特殊性。
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Construction and investigation of differential hierarchical models for the Newtonian fluids
We construct mathematical hierarchical models in Eulerian coordinates for an ideal and a Newtonian viscous fluid flow in the prismatic shell‐like domains. The peculiarities of well‐posedness of boundary conditions for angular domains are discussed.
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