Question:
If \(u\) is velocity of fluid, \(ρ\) is density of fluid, \(L\) is length of the pipe, \(D\) is diameter of the pipe, \(f\) is friction factor and \(△P_1\) is pressure drop, then the equation \(△P_1 = (2fu^2Lρ) ÷ △\) represents
If \(u\) is velocity of fluid, \(ρ\) is density of fluid, \(L\) is length of the pipe, \(D\) is diameter of the pipe, \(f\) is friction factor and \(△P_1\) is pressure drop, then the equation \(△P_1 = (2fu^2Lρ) ÷ △\) represents
Updated On: Jul 20, 2024
- Hagen Poiseuille equation
- Bernoulli equation
- Fannings equation
- Reynolds equation
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The Correct Option is C
Solution and Explanation
The correct option is (C): Fannings equation
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