Application of a New Mean Velocity Equation of Flow in a Natural Stream of 8.5m3/s, Its Verification and Extrapolation: Copper Creck River, Virginia (USA)

The application of a new equation for average flow velocity in turbulence has already been done in a calibrated channel with precise results [1], so it is interesting to apply it now to a larger natural channel, of 8.9 m3/s, with tracer measurements that They were made in the USA in 1959 and were very well documented [2][3][4]. This condition of abundance of information, the same as in the Caltech Canal, allows the reliability of the new equations to be verified in detail, and to achieve substantial improvements in river hydrometry techniques.

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Publication Details

Journal
EARTH SCIENCES AND HUMAN CONSTRUCTIONS
Published
2024-10-17
DOI
https://doi.org/10.37394/232024.2024.4.11
Primary Topic
Hydrology and Sediment Transport Processes
Type
article
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article

Application of a New Mean Velocity Equation of Flow in a Natural Stream of 8.5m3/s, Its Verification and Extrapolation: Copper Creck River, Virginia (USA)

Alfredo José Constaín Aragón
EARTH SCIENCES AND HUMAN CONSTRUCTIONS
Hydrology and Sediment Transport Processes
article

Application of a New Mean Velocity Equation of Flow in a Natural Stream of 8.5m3/s, Its Verification and Extrapolation: Copper Creck River, Virginia (USA)

Alfredo José Constaín Aragón
article en

Abstract

The application of a new equation for average flow velocity in turbulence has already been done in a calibrated channel with precise results [1], so it is interesting to apply it now to a larger natural channel, of 8.9 m3/s, with tracer measurements that They were made in the USA in 1959 and were very well documented [2][3][4]. This condition of abundance of information, the same as in the Caltech Canal, allows the reliability of the new equations to be verified in detail, and to achieve substantial improvements in river hydrometry techniques.

EARTH SCIENCES AND HUMAN CONSTRUCTIONSVol. 4
Openalex Percentile: Top 82%
Hydrology and Sediment Transport Processes
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