Comparative Analysis of Hydraulic Roughness Coefficient at Purna River Sites

P. R. Prajapati, DGGEC, Surat; Prof. B. M. Vadher ,DR. S S &S G GEC, Surat; Dr. S. M. Yadav ,SVNIT, Surat

Cowan's table, Hydraulic Roughness Coefficient, Manning's equation, Garudeshwar, Gopalkheda

In all engineering studies conducted on rivers and in designing structures intersecting these rivers, such as bridges, diversion weirs, intake ports, etc. where knowing the depth and velocity of the flow is required as well, the exact determination of the roughness coefficient is needed. The manning's n is a coefficient which represents the Roughness or Friction applied to the flow by the channel. Hydraulic roughness is highly variable parameter which depends upon the number of factors such as surface roughness, vegetation, channel irregularities, channel alignment, channel slope etc. The present paper discusses the predictability of different equations for determining the hydraulic roughness coefficient at the Garudeshwar and Gopalkheda site stations on Purna river in Gujarat. Statistical parameters such as mean percentage error (MPE), root mean square error (RMSE), discrepancy ratio (DR) and inequality coefficient (U) have been computed for evaluating the performance of selected formulas. Graphical comparisons are done to demonstrate the performance and variations for different data sets. Predicted values are compared with those observed by using Manning's Equation, empirical relations such as: Limerinous, Strickler, Meyer–Peter and Muller and using Cowan’s tables. Little variation in results is observed for Manning equation at Garudeshwar and Chow equation at Gopalkheda station.
    [1] Cowan W. L., Estimating hydraulic roughness Coefficients, Agricultural Engineering 37,473- 475, 1956. [2] Chow VT., Open Channel Hydraulics, Mc-Graw-Hill, Singapore 1959. [3] Daneshnia R, and Seidi S., “Study of the Qualitative State of the River Karun in the Area between Ahwaz and Abadan and Proposing a Strategy for Improving It” , 2007, page 96. [4] Fathi-moghadam M and kh Drikvandi, “Manning Roughness Coefficient for Rivers and Flood Plains with Non-Submerged Vegetation”, International Journal of Hydraulic Engineering 2012, 1(1): 1-4. [5] Jarrett, R. D., “Determination of Roughness Coefficients for Streams in Colorado”, U.S. Geological Survey Water Resources Investigation Report, 1985, p.54. [6] Mahmoodian Shooshtari M and Nissi Gh., “Estimating Manning’s Roughness Coefficient at a Section of the Great Karun River Using Different Methods”, the fifth Hydraulics Conference of Iran, Shahid Bahonar University of Kerman, 2005, page 5. [7] Mahmoodian Shooshtari M and Zare-ee Gh., “Evaluation of Coefficients of Flow Resistance in the Dez Irrigation Network” , the First Hydraulic Conference of Iran, 1997. [8] Meyer – peter PE and Muller R., "Formulas for Bed Load Transport", proceedings of the 3rd International Association for Hydraulic Research, Stockholm, 1948, PP. 39-64. [9] Prajapati P. R., Prof. B. M. Vadher, Dr. S. M. Yadav, "Method for Determining Hydraulic Roughness Coefficient of the Narmada river in Gujarat", the first Recent advanced and civil Engineering conference,2016. [10] Reza Soltani Fard, Mohammad Heidarnejad, Narges Zohrabi, "Study Factors Influencing the Hydraulic Roughness Coefficient of the Karun River (Iran)", 2013, Intl J Farm & Alli Sci. Vol., 2 (22): 976-981
Paper ID: GRDCF001096
Published in: Conference : Recent Advances in Civil Engineering for Global Sustainability (RACEGS-2016)
Page(s): 574 - 579