Question
Download Solution PDFThe flow will be in super critical state in the following profile:
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFConcept:
Flow is classified based on Froude’s number which is given as
\({{\rm{F}}_{\rm{r}}}{\rm{\;}} = {\rm{\;}}\frac{{\rm{V}}}{{\sqrt {{\rm{g}}\frac{{\rm{A}}}{{\rm{T}}}} }}\)
Flow |
Froude's Number |
Depth of flow |
Subcritical |
Fr < 1 |
y > yc |
Supercritical |
Fr > 1 |
y < yc |
Critical |
Fr = 1 |
y = yc |
Where, yc = critical depth of flow.
Flow profile in gradually varied flow for mild and steep slope is shown below:
For mild slope:
(NDL is above CDL)
For steep slope:
(CDL is above NDL)
Thus, the depth of flow is less than the critical depth of flow in the case of S2, S3 and M3 profiles.
Hence flow is supercritical in case of S2, S3 and M3 profiles.
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