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<br />~ <br /> <br />'. <br /> <br />.. <br /> <br />740 <br /> <br />HYDRAULIC ENGINEERING '94 <br /> <br />this flow pattern is only part of Ibe picture, inslead Ibe fronl bydraulic jump ;, <br />accompanied by two side bydraulic jumps (figure 2c & 3c), The nexl two flow <br />patterns are nol covered by the theory. the first is the occurrence of hydraulic jumps <br />bolb on Ibe leading and lrailing edge of the boulder (figure 2d) , The next occurs witt, <br />Ibe stage gets bigh enougb lhat the fronl bydraulic jump gets wasbed oUlleaving just <br />the bydraulic jump attacbed 10 Ibe rear edge of the boulder (figure 2e), When tilt <br />boulder becomes submerged Ibe theory describes a waler surface with a dip as it flows <br />over Ibe boulder, bullbis was never seen in tbe fleld (figure 3d), The Ibeory's ne" <br />patlern is when Ibe bydraulic jump can appearabove or bebind Ibe boulder (figure 3e), <br />In the field it is always behind and is no longer attached to the boulder, but as now <br />increases il moves downstream (figure 20, The final flow pattern in Ibe theory is one <br />of only a slight rise in the water surface as the water flows over the boulder (figure <br />30, This is the possible seventh flow pattern lhat was only really documenled in the <br />field once, althougb if was seen several times when tbe flow was very bigb. <br /> <br /> 2.0 <br /> I.g <br />~ 1.6 <br />u <br />"" <br />~ 1.4 <br />. <br />-3 1.2 <br />e 1.0 <br />... <br />I O.s <br />1;; 0.6 <br />.!l <br />. <br />::'l1 0.4 <br /> 0.2 <br /> <br />Wave f, lySupe critical ow(= 0) I I <br />Pattern FieldObservations <br />(-LD) OLD <br /> OS <br /> l>.f&S <br /> x f&B <br /> ",B <br /> OD <br /> +00 <br />IH~~ ;.. ~ nlor'" k bydn plicjun (-B) <br />l~f '" . 0 <br /> ~ . + u <br />,,~. '.. 08 o 0 <br />" <br />Hydrau X v' ,v <br />Jumo <br /> f Iy Subc 'ticalfl w <br /> <br />0.0 <br />0.0 <br /> <br />0.5 <br /> <br />1.5 <br /> <br />1.0 <br /> <br />2.0 <br /> <br />2.5 <br /> <br />3.0 <br /> <br />3.5 <br /> <br />4.0 <br /> <br />R.elative 8ubIBeqcnce <br /> <br />figure 2. Batburst et aI., (1979) flow pattern theory verses field observations, <br /> <br />Conclusion <br />There are six, or possibly seven flow patterns that describe the genemtion and <br />location oftbe bydraulicjumps and can be seen clearly in figure I, The field data first <br />reveal that their appeared to be no relation with the mainstream Froude number. This is <br />perhaps unexpected, bot if can be interpreted that tbe relationsbip was masked by tbe <br />affect of more important variables, rather than not being there at all. The second most <br />noticeable finding is thai the field data has a narrow range compared to the ext~t of <br /> <br />- <br /> <br />. <br /> <br />, <br /> <br />fLOW PATIERNS--STREAM <br /> <br />. d oes these now pattern changes in a very <br />the theOry. It appears .that the over un e~~ Froude number values. The range of <br />narrow range of relative sub.m~rgenc: 7 t I 0 wbile the theory recognises tbat a <br />rtlative submergenc~ :-~es 1~ n:.r::.e ~Iu~ ~d were too low, 0.5 to 0.8. The fun <br />narrower range woul lInpo be n I . used in the theory while the river bas a <br />exlent of possible Froude num r.~ u:1:ive submergence of2.0. The third finding <br />narrow range of 0.2 to 0.9, even W1 a bands in a plot of relative submergence <br />is that the flow patterns ~era:~y:,:~ ~~:in the bands, especially t!'e flow pattern <br />verse' Froude number, ere, (FS) and a downstream bydrauhCJump (D), Even <br />with front and side bydraulic,JUrnps , . " ed and a good trend is apparent, The <br />'0, for field da,:, tbis sbC4ydtter It- s~rpns~~~lf.J:::t~nd bebind tbe boulder (f!3)' "!Id th,e <br />now psllern WIth tbe ~ IC J:dP bydraulic jump (B), seem to be reslncted I~ tbeu <br />next in the sequence, the tra:'~ ~. narrow nature suggests that these particular <br />occurrence to very narrow s. et~ others existing for a restricted range of <br />now patterns are more uns~e ~an t ~t rns th~ show the front and side hydraulic <br />relalivesubmergencevalues. e :~:'I~ jump (D) have a much wider range of <br />jumps (FS), and the downstream ~ can occu; making them more persistent <br />ftlativesubmergencevaluesover~lC:: th:row bands'may be viewed as transitional <br />now patterns. The patterns shOWlRg ten ition from a more stable pattern to the <br />now patterns whh~' . "able the wd artatek to ~W:e the first author was a NERC student. <br />next. The work rep' ,:cd was un e en <br /> <br />O.s s dII< s 4 <br /> <br />d)~ <br />df\ <br />J sub <br />e) 0.3 s fr s I Hyd?1ulic <br />- ~p <br />-'~' <br /> <br />f\ <br /> <br />sub super sub <br />o fr" I <br />--- <br /> <br />dII< s 0.5 <br />a) fr s 0.5 Flow, <br />separation <br /> <br />~ake <br /> <br />sub <br />b) 0.5 s fr s I Hydraulic <br />Flow jump <br />.epara~ _ <br /> <br />~~... <br />sub super sub <br />c) Fr" 1.2 Flow <br /> <br />~;:~raUllC separation <br />~ W'. <br />super su ake <br /> <br />fisore 3' Representalion of Batburst et ai" (1979) now pattern <br />supcritical now, super"" supercritical flow). <br /> <br />(\ <br /> <br />super <br /> <br />tbeory (sub .. <br /> <br />References 'D B (1979), "Hydraulics of mountain <br />Bathurst, J. C., Li, R. ~.! andgiSlm~ns, E~~eering Research Center, Colorado <br />rivers," Department of eml ~~I :; n~ER78_79JeB-RML-DBS55, 229p, <br />Slate University, Fort Cotins, '-"U 0 0, <br /> <br />i <br /> <br />. <br />