Search results for "Momentum-depth relationship in a rectangular channel"

showing 5 items of 5 documents

New Solution of Classical Hydraulic Jump

2009

This technical note, applying dimensional analysis and incomplete self-similarity, proposes a new functional relationship for the sequent depth ratio for hydraulic jumps over both smooth and rough horizontal beds. For the smooth bed condition, experimental measurements in the literature were used to calibrate the new relationship. For the rough bed condition the data of a previous investigation were used with new measurements carried out in a rectangular horizontal flume having a gravel bed. Finally, a generalized solution of the sequent depth ratio is proposed.

Engineeringbusiness.industryWater flowHydraulicsMechanical EngineeringWeak solutionMechanicsOpen-channel flowlaw.inventionFlumeHydraulic structurelawSettore AGR/08 - Idraulica Agraria E Sistemazioni Idraulico-Forestalicorrenti a superficie libera risalto idraulico scabrezza di fondoGeotechnical engineeringMomentum-depth relationship in a rectangular channelbusinessHydraulic jumpWater Science and TechnologyCivil and Structural EngineeringJournal of Hydraulic Engineering
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Hydraulic jumps on rough beds

2007

This paper presents the results of an experimental investigation on the hydraulic jump on horizontal rough beds. Experiments were carried out to study the effect of bed roughness on both the sequent depth ratio and the roller length. The investigation allowed the writers to positively test the reliability of a new solution of the momentum equation for the sequent depth ratio as a function of the Froude number and the ratio between the roughness height and the upstream supercritical flow depth. The applicability of some empirical relationships for estimating the roller length was also tested.

Engineeringenergy dissipationBedformbusiness.industryMechanical Engineeringhydraulic jumpSurface finishMechanicsDissipationSupercritical flowOpen channel flowbed roughnessOpen-channel flowsymbols.namesakeFroude numbersymbolsGeotechnical engineeringMomentum-depth relationship in a rectangular channelbusinessHydraulic jumpWater Science and TechnologyCivil and Structural Engineering
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Hydraulic jumps at drop and abrupt enlargement in rectangular channel

2002

The different types of hydraulic jumps that occur in a rectangular channel at an abrupt increase in section are experimentally studied. The abrupt section increase is due to both a drop and an increase in the channel width. Experiments were carried out with three different values of the ratio L/l between the channel widths respectively downstream and upstream of the abrupt section increase. For each L/l value five values of Froude number F1, of the supercritical flow upstream of the section increase were considered, and for each of them live values of the depth y1 of the same flow. The experiments showed that, as the depth y2 of the downstream subcritical flow increases, several types of hy…

Materials scienceDrop (liquid)Direct observationMechanicsChannel widthSupercritical flowHydraulic jumps in rectangular channelsPhysics::Fluid Dynamicssymbols.namesakeFroude numbersymbolsGeotechnical engineeringMomentum-depth relationship in a rectangular channelHydraulic jumpWater Science and TechnologyCivil and Structural EngineeringJournal of Hydraulic Research
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Closure to “Sequent Depth Ratio of a B-Jump” by Francesco Giuseppe Carollo, Vito Ferro, and Vincenzo Pampalone

2013

Mechanical EngineeringJumpCalculusClosure (topology)GeometryMomentum-depth relationship in a rectangular channelWater Science and TechnologyCivil and Structural EngineeringMathematicsJournal of Hydraulic Engineering
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Sequent Depth Ratio of a B-Jump

2011

A B-jump is defined as the jump having the toe section located on a positively sloping upstream channel and the roller end on a downstream horizontal channel. This jump often occurs in the stilling basins with a horizontal bottom and located downstream of a steep channel. For a B-jump, a completely theoretical approach is not sufficient to solve the momentum equation and to establish the sequent depth ratio. In this paper, by using the laboratory measurements carried out in this investigation, some available empirical relationships useful for estimating the sequent depth ratio are tested. Then, by using the Π theorem of the dimensional analysis and the incomplete self-similarity theory, a g…

Sloping channelEnergy dissipationMechanical EngineeringGeometryDissipationType (model theory)Hydraulic jumpOpen channel flowOpen-channel flowsymbols.namesakeCalculusJumpFroude numbersymbolsSettore AGR/08 - Idraulica Agraria E Sistemazioni Idraulico-ForestaliMomentum-depth relationship in a rectangular channelHydraulic jumpWater Science and TechnologyCivil and Structural EngineeringCommunication channelMathematicsJournal of Hydraulic Engineering
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