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length of hydraulic jump equation. A hydraulic jump is a phenomenon in the science of hydraulics which is frequently observed in open channel flow such as rivers and spillwaysWhen liquid at high. Fr 1 90.
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A qualitative comparison between some of these equations is shown in Figure 4 assuming the interval 2 Fr1 20 as valid for all equations. The equation derived for length is based on experimental data and relates the length to the upstream Froude number. In which L T 푦 2 푦 1 and 퐹 1 approach number.
07965 20 72 𝑎𝛼39.
The important parameters characterizing the deviation from Belangers prediction are the shape of the jump via the parameter K 0 the jump length through Lh in the general solution see 215. Let h2 be the depth of the flow on the downstream side of the standing wave or hydraulic jump. Supercritical Flow Strong Jump. 1 24 6 22 2 2 24 16.
