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The location of average velocity on the vertical free water flow

  • Liquid and Gas Flow Measurements
  • Published:
Measurement Techniques Aims and scope

Summary

  1. 1.

    The relative coordinate ηV of the point (measuring from the bottom) where the local velocity is equal to the average velocity on the vertical in free turbulent flow decreases with an increase of the velocity factor C, which corresponds to an increase in ηV with an increase in roughness and a decrease in depth; this is expressed by (8) and (9).

  2. 2.

    The directions provided in the norms for the use of the single-point method of measuring the average velocity on the vertical for ηV=0.40 are valid if C>25 m0.5/sec. For C<25 m0.5/sec, it is recommended that ηV be determined according to Table 2 in dependence onn andh.

  3. 3.

    If we accept an allowance of ΔηV=1% for the placing of the instrument at the point in question, the problem arises of using variable values of ηV also for large values of C (C>48 m0.5/sec); this problem can be solved by means of (8) and the graph in Fig. 1.

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Literature cited

  1. Instructions for Hydrometeorologic Stations and Observation Posts No. 6, Part I (Gidrometeoizdat, 1957).

  2. G. V. Zheleznyakov, Izv. AN SSSR, Technical Sciences Section 8, 1947.

  3. G. V. Zheleznyakov, Hydraulic Principles of Methods Used in River Hydrometry [in Russian] (AN SSSR Press, 1957).

  4. A. N. Akhutin and G. V. Zheleznyakov, Hydraulics [in Russian] (VIA Press, 1951).

  5. F. A. Shevelev, Investigation of Basic Hydraulic Laws of Turbulent Flow in Pipes [in Russian] (Gosstroizdat, 1953).

  6. U. O. Rodionov, Dopovidi (Doklady) Akad. Nauk Ukrainian SSR 4, 1954.

  7. S. A. Obrazovskii, Trudy of the Hydraulic Laboratory of the VODGEO 4, 1955.

  8. I. K. Nikitin, Trudy of the SANIIRI 91, 1958.

  9. M. F. Sribnyi, Coll.: Calculation of Stream Deflecting Works in Bridge Constructions [in Russian] (Transzheldorizdat, 1937).

  10. A. D. Al'tshul', Izmeritel'naya Tekhnika 3, 1956.

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Zheleznyakov, G.V. The location of average velocity on the vertical free water flow. Meas Tech 2, 466–468 (1959). https://doi.org/10.1007/BF00975988

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  • DOI: https://doi.org/10.1007/BF00975988

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