An important dimensionless parameter in certain types of
Chapter 1, Problem 1.27(choose chapter or problem)
An important dimensionless parameter in certain types of fluid flow problems is the Froude number defined as \(V/ \sqrt{g \ell}\), where V is a velocity, g the acceleration of gravity, and \(\ell\) a length. Determine the value of the Froude number for \(V = 10~ \mathrm {ft/s},~ g=32.2~ \mathrm{ft/s^2}\) and \(\ell = 2 \mathrm {ft.}\) Recalculate the Froude number using SI units for \(V, g\), and \(\ell\). Explain the significance of the results of these calculations.
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