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VELOCITY PROFILES OF TURBULENT OPEN CHANNEL FLOWS

YU Ming-zhong

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Abstract

The log-law and the wake law of velocity profile for open channel flows are discussed and compared in this paper. Experimental data from eight sources are used to verify the velocity distribution models. The effect of bed level on the velocity profile is analyzed. A formula to calculate the maximum velocity is proposed. In the region of y δm , the velocity profile approximately follows the log-law. For the region of y δm , the effect of the aspect ratio is considered. A new velocity profile model on the basis of log-law that can unify all of the hydraulic bed roughness is presented.

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What this paper is about

The log-law and the wake law of velocity profile for open channel flows are discussed and compared in this paper. Experimental data from eight sources are used to verify the velocity distribution models. The effect of bed level on the velocity profile is analyzed. A formula to calculate the maximum velocity is proposed. In the region of y δm , the velocity profile approximately follows the log-law. For the region of y δm , the effect of the aspect ratio is considered. A new velocity profile model on the basis of log-law that can unify all of the hydraulic bed roughness is presented.

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Available abstract

The log-law and the wake law of velocity profile for open channel flows are discussed and compared in this paper. Experimental data from eight sources are used to verify the velocity distribution models. The effect of bed level on the velocity profile is analyzed. A formula to calculate the maximum velocity is proposed. In the region of y δm , the velocity profile approximately follows the log-law. For the region of y δm , the effect of the aspect ratio is considered. A new velocity profile model on the basis of log-law that can unify all of the hydraulic bed roughness is presented.

Key concepts: Open-channel flow, Shear velocity, Turbulence, Law of the wall, Wake, Mechanics, Channel (broadcasting), Geometry

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