Study the Impact of Surface Roughness on the Flow Characteristics at the Downstream of a Broad-Crested Weir
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Weir is usually incorporated as a control or regulation device in hydraulic systems, with flow measurement as their secondary. It is normally intended for use in the field and thus to regulate broad discharges. Broad-Crested weir is among the oldest common weir types. In this paper, the effect of height and surface roughness for different Board Crested weirs models were studied on discharge coefficient (Cd) in a horizontal open channel. In the crest of the weir, certain materials may be combined with concrete (e.g., boulders) or may be used as cladding to minimize the effect of water overflow (e.g. stone). The weir surface should not be considered smooth in this case, and the discharge coefficient (Cd) must be re-estimated. For these purposes, laboratory flume was used to study the effect of height and surface roughness on the discharge coefficients with six of the different broad crested weirs models dimensions of the concrete blocks. In this study, the flow conditions were considered to be free water flow and the viscosity effect was neglected. The results showed that the discharge coefficient Cd decreases as the increasing roughness of the broad weir crest surface for a given (H/H+P). The discharge coefficient Cd increases with increased (H/H+P). For group 1, the average value of the discharge coefficient was 0.66, 0.65, and 0.64 in the case of a smooth surface (case 1), in the case of a rough surface covered by gravel (case 2), and in the case of a rough surface covered by boulders (case 3), respectively. For compassion between cases 1 and 2, and also between cases 1 and 3, the percentage of a decrease in coefficient of discharge was around 2% and 3.5%, respectively. For group 2, the average value of the discharge coefficient was 0.63, 0.62 and 0.61 in the case of a smooth surface (case 4), in the case of a rough surface covered by gravel (case 5) and in the case of a rough surface covered by boulders (case 6), respectively. For compassion between cases 4 and 5, and also between cases 4 and 6, the percentage of a decrease in coefficient of discharge was around 1.75% and 3%, respectively. The best curve-fit equations have been created.
Ackers P., W. R. White, J. A. Perkins, and A. J. M. Harrison (1980). Weirs and flumes for hydraulic measurement. A Wiley-Inter science Publication, Wiley and Sons, Chichester. New York. Brisbane. Toronto.
Adeogun A G . and Mohammed A A, (2019). Review of Methods of Measuring Streamflow Using Hydraulic Structures Open access peer-reviewed chapter pp 7-9
Adeogun A. G., and Mohammed A. A., (2019). Review of Methods of Measuring Streamflow Using Hydraulic Structures Open access peer-reviewed chapter pp 7-9
Asawa G. L., (2008). Irigation and water resources engineering, New Age Int New Delhi pp 193-197.
Azimi, A.H. and Rajaratnam, N., (2009). Discharge characteristics of weirs of finite crest length. Journal of Hydraulic Engineering, 135(12), pp.1081-1085.
Barnes, A. A. (1916). Hydraulic flow reviewed. Spon, London.
Barr, J., (1910). Experiments upon the flow of water over triangular notches. Engineering (London).
Bos M. G., (1989). Discharge measurement structures 3rd Ed , International institute for land reclamation and improvement Wageningen The Netherlands pp 211-279
Bos, M.G. (1985). Discharge measurement structures. International Institute for Land Reclamation and Improvement (ILRI), publication 20, Wageningen, The Netherlands.
Chanson H, 2004. The hydraulics of open channel flows: An introduction, 2nd Ed Butterworth-Heinemann Oxford, U.K pp 48-116
Chanson, H. (2004). The hydraulics of open channel flow: an introduction. Butterworth- Heinemann, Oxford, UK, 2nd edition. Retrieved March 6, 2011.
Fattah, M. Y., Omran, H. A., and Matooq, J. S. (2019). Construction of Hydraulic Structures (1 st). University of Technology-Iraq Press.
French, R. H. (1986). Open-channel hydraulics. McGraw-Hill, New York.
Ghaderi, A., Dasineh, M., Abbasi, S. and Abraham, J., (2020). Investigation of trapezoidal sharp-crested side weir discharge coefficients under subcritical flow regimes using CFD. Applied Water Science, 10(1), pp.1-12.
Govinda Rao, N.S. and Muralidhar, D., (1963). Discharge characteristics of weirs of finite-crest width. La Houille Blanche, 49(5), pp.537-545.
Greve, F. V. (1932). Flow of water through circular, parabolic and triangular vertical notch weirs. Purdue Univ. Eng. Bull., 16, No. 2, Res. Series 40.
Henderson, F. M., (1966). Open Channel Flow, Macmillan, New York, pp. 174-
Hertzler, R. A. (1938). Determination of a formular for the 1200 V-notch weir. Civil Engineering, 756.
Horton R. E., (1907). Weir experiments, coefficients, and formulas Proc.US Geological survey Survey Water Supply, Government Printing Office, Washington, D.C.
Julian, D. P., (2014). Erik Sutherland Trevor Taylor, 9. classification of weirs
King, H. W. (1916). Flow of water over right-angled V-notch weir. Univ. Mich. Technic. 29, No. 3, 189
Lenz, A. T., (1943). Viscosity and surface tension effects in V-notch weir coefficients. Trans. A.S.C.E., 108.
Madadi, M.R., Dalir, A.H. and Farsadizadeh, D., (2014). Investigation of flow characteristics above trapezoidal broad-crested weirs. Flow Measurement and Instrumentation, 38, pp.139-148.
Mahtabi, G. and Arvanaghi, H., (2018). Experimental and numerical analysis of flow over a rectangular full-width sharp-crested weir. Water Science and Engineering, 11(1), pp.75-80.
Othman, Kh.I., Tahsen, A.Ch. and Ibrahim, A.I.Al-H. (2010). Effect of size and surface roughness of cylindrical weirs on overflow characteristics, Al- Rafidian Engineering Journal, 19(2), 77-89.
Parilkova J., Pana P., Riha J., and Zachoval Z., (2009). The findings from experimental research into dike spillways .Xii Int. Sci.Conf. Czech Republic pp 31-33
Ranga raju K G, and Asawa G. L., (1979). Comprehensive Weir décharge formula proc Of IMEKO int. Conf. on flow measurment and control in industry,Tokyo Nov.1979. pp 3-7.
Ranga Raju, K.G., (2003). Flow Through Open Channels Tata McGraw Hill pp 259-331
Sargison J E and Percy A., (2010). Discussion of Hydraulics of Broad-Crested Weirs with Varying Side Slopes, J IRRIGAT DRAIN ENG ASCE 136 (7) pp 508- 509
Sargison, J. E., Percy, A. (2009). Hydraulics of broad-crested weirs with varying side 452 slopes. Journal of Irrigation and Drainage Engineering. 135(1):115- 8.
Singer J., (1964). Square-edged broad crested weir as a flow measurement device Water Eng 28 (820) pp 229–235
Sturm, T.W. (2001). Open Channel Hydraulics. McGraw Hill, Boston, USA, Water Resources and Environmental Engineering Series, 493 pages.
Tahmassebii, S. (2010). Experimental Study of effect of weir crest roughness on separation region in broad crested weir, MSc. Thesis, University of Shahid Chamran, Ahvaz, Iran.
USBR. (1997). Water Measurement Manual. (3 rd Editi). Denver.
Zachoval Z, Veselý J., and Pařílková J., (2009). Determination of the discharge coefficient of a trapezoidal broadcrested weir with a rough surface Symp. of hydro technicians Brno Czech Republic. pp. 88–94.

