Modelling Equation of Contraction Coefficient (Cc) and Discharge Coefficient (Cd) for Flow under Sluice Gate Using Cubic Baffle Block and Sill

Sunik Sunik
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引用次数: 2

Abstract

One of devices in hydraulic structures that used for flow control was sluice gate. Flow under sluice gate in variation of open gate (a = 1,2,3,4 cm) and variation of discharge (Q) rise the contraction coefficient (Cc) and discharge coefficient (Cd). Fiberglass prototype model as horizontal channel was used for this experimental research with dimension: length (L) = 9 m, width (B) = 50 cm and using sluice gate installed on it, height (h) = 80 cm, thick (t) = 1 cm, width (b) = 50 cm. Two models of baffle block as cubic using end sill (code K1, 16 running, no sill, s1 = 2 cm; code K2, 16 running, s1 = 2 cm, s2 = 2.7 cm) with different dimension (Bb1 = 0.7 cm, Bb2 = 1.4 cm) installed as three row, specified location 25 cm after sluice gate. During each running test with variation open gate and discharge, the velocity (v) and height of flow (h) were measured then Froude number, contraction coefficient (Cc) and discharge coefficient (Cd) were analyzed. The result showed that cubic baffle block model K2 (used sill 2 cm and 2.7 cm, Fr = 0.09 0.88) gives the better performance modelling of Cc and Cd in term of the initial Froude number with R = 0.9152 (Cc) and R = 0.9053 (Cd). It was concluded that using three rows configuration of cubic baffle block with K2 model (1.4 cm x 1.4 cm x 1.4 cm) gave better model than K1. Keyword: Cubic Baffle Block, Sill, Froude number, Contraction Coefficient, Discharge Coefficient
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采用立方挡流块和隔板的水闸下流动收缩系数Cc和流量系数Cd的建模方程
水工建筑物中用于控制流量的装置之一是水闸。闸门下流量随开度(a = 1、2、3、4 cm)和流量(Q)的变化而增大,收缩系数(Cc)和流量系数(Cd)升高。本实验研究采用玻璃纤维原型模型作为水平通道,尺寸:长(L) = 9 m,宽(B) = 50 cm,并在其上安装水闸,高(h) = 80 cm,厚(t) = 1 cm,宽(B) = 50 cm。两种型号的挡块为立方,采用端槛(代号K1, 16运行,无槛,s1 = 2cm;代号K2, 16运行,s1 = 2cm, s2 = 2.7 cm)用不同尺寸(Bb1 = 0.7 cm, Bb2 = 1.4 cm)安装为三排,指定位置在水闸后25cm。在每次变开闸和变流量的运行试验中,测量流速(v)和流高(h),分析弗劳德数、收缩系数(Cc)和流量系数(Cd)。结果表明,立方挡块模型K2(分别为2 cm和2.7 cm, Fr = 0.09 0.88)能较好地模拟Cc和Cd的初始弗劳德数,R = 0.9152 (Cc)和R = 0.9053 (Cd)。结果表明,采用三排结构的立方挡块与K2模型(1.4 cm x 1.4 cm x 1.4 cm)相比,K2模型效果更好。关键词:立方挡流块,窗台,弗劳德数,收缩系数,流量系数
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