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Stability of the Rigid State of a Generalized Newtonian Fluid

机译:广义牛顿流体刚性态的稳定性

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摘要

The equations of thermal vibrational convection of a generalized Newtonian fluid are presented in the case of high-frequency vibration. A condition of quasi-equilibrium of the generalized Newtonian fluid is formulated: its particular case is the condition for rigid (quasi-solid) state. The rigid state stability is investigated for the infinite inclined layer of the nonlinearly viscous Williamson fluid. It is shown that, when heated from below, the rigid state may lose stability for layers oriented almost vertically or horizontally. High-frequency vibration stabilizes the fluid equilibrium state.
机译:给出了在高频振动情况下广义牛顿流体的热振动对流方程。提出了广义牛顿流体的拟平衡条件:其特殊情况是刚性(拟固体)状态的条件。研究了非线性粘性威廉姆森流体无限倾斜层的刚性稳定性。结果表明,当从下面加热时,刚性状态可能会失去几乎垂直或水平取向的层的稳定性。高频振动使流体平衡状态稳定。

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