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CE 1501 Selected Topic: Open Channel Flow Reading: Munson, et al., Chapter 10.

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Presentation on theme: "CE 1501 Selected Topic: Open Channel Flow Reading: Munson, et al., Chapter 10."— Presentation transcript:

1 CE 1501 Selected Topic: Open Channel Flow Reading: Munson, et al., Chapter 10

2 CE 1502 Introduction Open channel flow - flow of a liquid in a channel (or conduit) that is not completely filled Main driving force is gravity; pressure force is only hydrostatic Applications –river/stream flow –flow in canals, ditches, gutters, sewers –ocean waves, tidal effects –roadway, parking lot runoff

3 CE 1503 General Characteristics Free surface represents an additional degree of freedom (and complexity) compared to pipe flows New parameter: fluid depth (y) which may vary with time (t) and distance along channel (x) Classifications based on depth –Uniform flow (UF): constant depth, or dy/dx = 0 –Gradually varying flow (GVF), dy/dx << 1 –Rapidly varying flow (RVF), dy/dx  1

4 CE 1504 General Characteristics Classification based on flow condition –Laminar: Re  500 –Transitional: 500  Re  12,500 –Turbulent: Re  12,500 –where

5 CE 1505 Surface Waves Waves can occur when the channel boundaries are suddenly perturbed Waves travel due to hydrostatic pressures differences Small amplitude wave speed –Solitary waves: –Sinusoidal waves:

6 CE 1506 Froude Number Froude number is the ratio of fluid speed to wave speed: –Froude number determines the surface characteristics of open channel flow Subcritical flow: Fr < 1 Critical flow: Fr = 1 Supercritical flow: Fr > 1

7 CE 1507 Channel Depth for GVF Channel depth variation for steady, gradually varying flow (GVF): –If S f > S 0 and Fr < 1, channel depth will increase –If S f < S 0 and Fr < 1, channel depth will decrease –See Table 10.2 for all possibilities and classifications

8 CE 1508 Manning Equation For uniform channel flow (UF), the average velocity is given by the Manning equation: –where  = unit conversion constant n = Manning resistance coefficient (see Table 10.1)

9 CE 1509 Hydraulic Jump The hydraulic jump is an example of a rapidly varying flow (RVF), where a shallow high-speed flow suddenly changes to a deeper, low-speed flow The jump occurs due to a conflict between upstream influences (supercritical flow, Fr > 1) and downstream influences (subcritical flow, Fr < 1) The energy loss of a hydraulic jump is useful in spillway design


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