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Problem to be solved using ANSYS Fluent
Flow in Open Channels-K Subrahmanya
Descripción: Flow in Open Channels-K Subrahmanya
1.0
QUESTION
1. Verify the forc forcee of the stream stream on either either side side of the jump jump is the same and and that the specific energy cure predicts a !oss e"ua! to
∆ H / dc
.
F before = F after #. Su Sugg gges estt app! app!ic icat atio ion n $her $heree the the !oss !oss of ener energy gy in hydr hydrau au!i !icc jump jump $ou! $ou!d d %e desira%!e. &o$ is the energy dissipated'
The hydraulic jump flow process can be illustrated by use of the specific energy concept. Equation energy dissipated can be written in the term of the total head loss: 2
(
2
V V ∆ H = d a + a − d b + b 2g 2g
Wher Wheree
da
is the depth depth of flow flow before before hydrau hydraulic lic jump (m),
elocity before jump (m!s),
db
#.0
)
V b
V a
is the mean
is the mean elocity after hydraulic jump (m) and
is the depth of flow after hydraulic jump (m).
(IS)USSION " hydraulic jump can be iewed as discontinuous waes of all frequencies
(waelengths), which are generated and propagate from a point near the jump. The waes propagate both upstream and downstream. #ince a large fraction of the waes fall in a waelength range where they are shallow water graity waes that moe at the same speed for a gien depth, they moe upstream at the same rate.
$oweer as the water shallows upstream, their speed drops quic%ly, limiting the rate at which they can propagate upstream. #horter waelengths, which propagate more slowly than the speed of the wae in the deeper downstream water, are swept away downstre downstream. am. " fairly wide range range of waelen waelength gthss and freque frequenci ncies es are still still
present, so &ourier would suggest that a relatiely abrupt wae front can be formed and this is indeed obsered in practice. 'ne of the most important engineering applications of the hydraulic jump is to dissipate energy in channels, dam spillways, and similar structures so that the ecess %inetic energy does not damage these structures. The energy dissipation or loss across a hydraulic jump is a function of the magnitude of the jump. The larger the jump as epressed in the fraction of final height to initial height, the greater the head loss. #ome of the errors occurred during measurements by ta%ing erroneous reading of depths and in operation of sluice gates.
*.0
)ON)+USION The conclusion from this eperiment, we can inestigate the characteristic a
standing wae (the hydraulic jump) produced when water beneath an undershot weir and obsere the flow patterns obtained. &rom the eperiment, we can get the force at weir opening. n the water channel, water following rapidly changes to slower tranquil flow a hydraulic jump or standing wae is produced. This phenomenon can be seen where water shooting under a sluice gate mies with deeper water downstream. t occurs when a depth less than critical changes to a depth which are greater than critical and must be accompanied by loss of energy.