38th IAHR World Congress - "Water: Connecting the World" 2019
DOI: 10.3850/38wc092019-0362
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Mean and Turbulent Flow Characteristics in Supercritical Narrow Open Channel Flows: Effect of Froude Number

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“…The tests were conducted under supercritical (Froude number F o > 2), fully turbulent (Reynolds number R o > 2.5 × 10 5 ), and gradually varied open channel flow conditions. It should be noted that in each experiment, the log law applies in the wall layer not only at the centreline but also in traverse locations, revealing that the turbulent flow is fully developed (Demiral, 2019; Demiral et al, 2020). The flow equilibrium parameter β denoting the flow uniformity degree follows (Song & Chiew, 2001): βgoodbreak=italicgRhU*2()italicdRhdxgoodbreak−Sb Here, R h = A / P = b·h /( b + 2 h ) = hydraulic radius and P = wetted perimeter.…”
Section: Experimental Setup and Instrumentationmentioning
confidence: 96%
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“…The tests were conducted under supercritical (Froude number F o > 2), fully turbulent (Reynolds number R o > 2.5 × 10 5 ), and gradually varied open channel flow conditions. It should be noted that in each experiment, the log law applies in the wall layer not only at the centreline but also in traverse locations, revealing that the turbulent flow is fully developed (Demiral, 2019; Demiral et al, 2020). The flow equilibrium parameter β denoting the flow uniformity degree follows (Song & Chiew, 2001): βgoodbreak=italicgRhU*2()italicdRhdxgoodbreak−Sb Here, R h = A / P = b·h /( b + 2 h ) = hydraulic radius and P = wetted perimeter.…”
Section: Experimental Setup and Instrumentationmentioning
confidence: 96%
“…The results show that all the analysed particles have elliptical shapes with κ R > 1. the centreline but also in traverse locations, revealing that the turbulent flow is fully developed (Demiral, 2019;Demiral et al, 2020). The flow equilibrium parameter β denoting the flow uniformity degree follows (Song & Chiew, 2001):…”
Section: Particle Propertiesmentioning
confidence: 99%