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<br />e <br /> <br />e <br /> <br />e <br /> <br />DRAINAGE CRITERIA MANUAL (V. 2) <br /> <br />HYDRAULIC STRUCTURES <br /> <br />g = acceleration of gravity = 32.2 ftIsec' <br /> <br />For hydraulic conditions at a point immediately downstream of where the nappe hits the basin <br />floor, the following variables are defined as illustrated in Figure HS-10: <br /> <br />~ = 4.3Do27 <br />y n <br />f <br /> <br />Y <br />--E... = l.ODO.22 <br />Y n <br />f <br /> <br />~ = O.54Do425 <br />y n <br />f <br /> <br />2i = l.66Do.27 <br />y n <br />f <br /> <br />in which: <br /> <br />Yf= effective fall height from the crest to the basin floor (ft) <br /> <br />La = length from the crest wall to the point of impingement of the jet on the floor or the nappe <br />length (ft) <br /> <br />Yp = pool depth under the nappe just downstream of the crest (ft) <br /> <br />Y1 = flow depth on the basin floor just below where the nappe contacts the basin (ft) <br /> <br />Y, = tailwater depth (sequent depth) required to cause the jump to form at the point evaluated <br />(ft) <br /> <br />In the case where the tailwater does not provide a depth equivalent to or greater than Y20 the jet <br />will wash downstream as supercritical flow until its specific force is sufficiently reduced to allow <br />the jump to occur. Determination of the distance to the hydraulic jump, Dj' requires a separate <br />water surface profile analysis for the main and low-flow zones as described herein for sloping <br />drops. Any change in tailwater affects the stability of the jump in both locations. <br /> <br />2. The hydraulic jump length, Lj, is approximated as 6 times the sequent depth, Y2. The design <br />basin length, Lb, includes nappe length, La, the distance to the jump, Dj, and 60% of the jump <br />length, Lj. (The subscripts "m" and "t" in Equations HS-11 and HS-12 refer to the main and trickle <br />channel zones, respectively.) <br /> <br />06/2001 <br />Urban Drainage & Flood Control District <br /> <br />HS-27 <br />