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Hydraulics Engineering Lec 5: Broad Crested Weirs and Venturi Flumes

Steady Flow in Open Channels. Specific Energy and Critical DepthSurface Profiles and Backwater Curves in Channels of Uniform sectionsFlow over Humps and through ConstrictionsHydraulics jump and its practical applications.Broad Crested Weirs and Venturi Flumes. . Broad Crested Weirs and Ventu

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Hydraulics Engineering Lec 5: Broad Crested Weirs and Venturi Flumes

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    1. Hydraulics Engineering Lec #5: Broad Crested Weirs and Venturi Flumes Dr. Noor M Khan Department of Civil Engineering

    2. Steady Flow in Open Channels Specific Energy and Critical Depth Surface Profiles and Backwater Curves in Channels of Uniform sections Flow over Humps and through Constrictions Hydraulics jump and its practical applications. Broad Crested Weirs and Venturi Flumes

    3. Broad Crested Weirs and Venturi Flumes Flow Measurement in Open Channels Temporary Devices Floats Pitot Tube Current meter Salt Velocity Method Radio Active Tracers Permanent Devices Sharp Crested Weir/Notch Broad Crested Weir Venturi Flume Ordinary Flume Critical Depth Flume

    4. Broad Crested Weir A weir, of which the ordinary dam is an example, is a channel obstruction over which the flow must deflect. For simple geometries the channel discharge Q correlates with gravity and with the head H above the weir crest at u/s. Thus a weir is a simple but effective open-channel flow-meter. Figure shows two common weirs, sharp-crested and broad-crested. In both cases the flow upstream is subcritical, accelerates to critical near the top of the weir, and spills over into a supercritical nappe. For both weirs the discharge q per unit width is proportional to g1/2H3/2 but with somewhat different coefficients Cd.

    5. Broad Crested Weir

    6. Broad Crested Weir Coefficient of Discharge, Cd also called Weir Discharge Coefficient Cw Cw depends upon Weber number W, Reynolds number R and weir geometry (Z/H, L, surface roughness, sharpness of edges etc). It has been found that Z/H is the most important. The Weber number W, which accounts for surface tension, is important only at low heads. In the flow of water over weirs the Reynolds number, R is generally high, so viscous effects are generally insignificant. For Broad crested weirs Cw depends on length for. Further, it is considerably sensitive to surface roughness of the crest.

    7. Venturi Flume Ordinary Flume An ordinary flume is the one in which a stream line contraction of width is provided so that the water level at the throat is drawn down but the critical depth doesnt occur.

    8. Venturi Flume Critical Depth Flume (Standing Wave Flume) A critical depth flume is the one in which either the width is contracted to such an extent that critical depth occurs at the throat or more common both a hump/weir in bed & side contractions are provided to attain critical depth with hydraulic jump occurrence at d/s of throat.

    9. Partial Flume Developed by Partial for throat width of 1 ft to 50 ft Creates hydraulic jump without a hump. Coefficients are calculated by calibrations Q=a.BHc e.g. = 4BH^(1.522B^0.026) (Ref. Henderson)

    10. Problem: 12.66 A broad crested weir rises 0.3m above the bottom of channel. With a measured head of 0.6m above the crest, what is rate of discharge per unit width? Allow for velocity of approach.

    11. Problem: 12.67 A broad crested weir of height 0.6m in a channel 1.5m wide has a flow over it of 0.27m3/sec. What is water depth just upstream of weir?

    12. Assignment Problem: A venturi flume is placed in a channel 1.83m wide in which the throat width is 1.07m & the floor is effectively horizontal. Calculate the flow when the depth at the throat is 0.84 m with No standing wave beyond the throat Standing wave is produced beyond the throat. If the depth at upstream is 0.91m. Date of Submission:

    13. Questions

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