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How can the Continuity Equation be expressed in integral form for an open channel flow?
- A Q = Av
- B Q = ∫ρdV
- C Q = ∫ρvdA
- D Q = ∫ρdA
That's Correct!
It's Wrong!
The Continuity Equation can be expressed in integral form for open channel flow as Q = ∫ρvdA, where Q represents the flow rate, ρ is the density of the fluid, v is the velocity, and dA is the differential area element. This integral equation ensures mass conservation in open channel flows and is useful for analyzing complex flow patterns.
