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Apply principles of specific energy in rectangular open channels; apply definition of choked flow
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Water is flowing at a depth of 10 $ft$ with a velocity of 10 $\frac{ft}{sec}$ in a rectangular channel. A smooth upward step in the channel bottom of 1 $ft$ is proposed
Determine:
# sketch(s) here
# list known quantities
# list unknown quantities
# governing principles
# solution (step-by-step/computations)
# discussion
Water is flowing at a depth of 10 $ft$ with a velocity of 10 $\frac{ft}{sec}$ in a rectangular channel. A smooth contraction in width from 10 $ft$ to 9 $ft$ on a horizontal bottom is proposed
Determine:
# sketch(s) here
# list known quantities
# list unknown quantities
# governing principles
# solution (step-by-step/computations)
# discussion