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arXiv physics/0508150physics.flu-dyn
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关于湍流的一个猜想

A conjecture for turbulent flow

Zhao Jianglin

摘要:

本文基于已在别处提出的广义牛顿动力学(GND)方法,提出了一个关于湍流的猜想。本文首次利用GND理论合理地统一了目前提出的两种非饱和土水分运动的唯象方法。然后用同样的方法得到一个修正的欧拉方程(Euler equation)。在零阶近似下,可以得到一个简单的分裂解的湍流,表明流动流体将有一个速度场与幂律标度功能(幂律流体)的情况下,高雷诺数。

英文摘要:

In this paper, basing on a generalized Newtonian dynamics (GND) approach which has been proposed elsewhere we present a conjecture for turbulent flow. We firstly utilize the GND to reasonably unify the two phenomenological methods recently proposed of the water movement in unsaturated soils. Then in the same way a modified Euler equation (MEE) is yielded. Under a zero-order approximation, a simple split solution of the MEE can be obtained that shows flow fluids would have a velocity field with the power-law scaling feature (power-law fluid) for the case of high Reynolds number.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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