Stationary stokes system for quasi-Newtonian fluids

机译：准牛顿液体的固定斯托克斯系统

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In this paper we study the purely viscous stationary flow of quasi-Newtonian fluids with share dependent viscosity obeying the power law and the Carreau's law. We prove the existence of the solution using the method of monotonicity. In last section we study numerical algorithm which are useful for the practical solution of the discretized equation.

机译：在本文中，我们研究了准牛顿液体的纯粘性静止流，具有股票依赖粘度遵守权力法和卡乐法。我们使用单调性方法证明了解决方案的存在。在最后一部分中，我们研究了对离散式方程的实际解决方案有用的数值算法。

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《International Conference on Information Technology Interfaces》|2001年||共6页
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作者
Ana Vukelic;
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中图分类 G20-53;
关键词
Viscosity; Power law; Carreau's law; Monotonicity; Convergence;

机译：粘度;权力法;卡乐法;单调;收敛;

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Stationary stokes system for quasi-Newtonian fluids

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