THE SUMMARIZED FORMULA FOR VELOCITY OF TURBULENT AND LAMINAR FLOWS IN PIPES

L. Melamed, G. Filippov
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引用次数: 4

Abstract

On the basis of the solution of the equation of the movement (in conception of «vortex backfill”) offered earlier, the generalized formula for a profile of speed of a turbulent and laminar current in pipes is received. The formula has binomial power shape. The received solution allows to consider speed of a turbulent kernel of a stream, or, more precisely, averaged on time value of axial component of this speed, as the sum of three items - carrying, parabolic and power but not parabolic. It is shown that the profile of turbulent speed of the basic part of a stream is described by the parabolic component. Transformation of the equation of movement in which solutions both laminar, and turbulent profiles of speeds (in the basic part of a stream) are direct lines (or very close to them) is offered. Some features of turbulent flow, similar to currents in a granular layer are noted.
总结了管内紊流和层流速度的计算公式
在先前提出的运动方程(在“涡旋回填”概念中)的解的基础上,得到了紊流和层流在管道中的速度剖面的广义公式。该公式具有二项式幂型。接收到的解允许考虑流的湍流内核的速度,或者更准确地说,该速度的轴向分量的时间值的平均值,作为三个项目的总和-承载,抛物线和功率,但不是抛物线。结果表明,流的基本部分的湍流速度分布可以用抛物线分量来描述。给出了运动方程的变换,其中速度的层流和湍流剖面(在流的基本部分)的解都是直线(或非常接近直线)。注意到紊流的一些特征,类似于颗粒层中的电流。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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90
审稿时长
8 weeks
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