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Calculate the resultant velocity of a stream function given by: Ψ = 5x - 6y.
1. 6 units/s
2. 5 units/s
3. 7.81 unit/s
4. 6.5 unit/s

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Correct Answer - Option 3 : 7.81 unit/s

Concept:

The velocity in-stream function is given as,

\(u = \frac{{ - \partial {\rm{\Psi }}}}{{\partial y}} ,\;\nu = \frac{{\partial {\rm{\Psi }}}}{{\partial x}} \)

Calculation:

Given:

ψ = 5x - 6y, \(u = \frac{{ - \partial {\rm{\Psi }}}}{{\partial y}} =~6,\;\nu = \frac{{\partial {\rm{\Psi }}}}{{\partial x}} =5\)

Resultant velocity \( = \sqrt {{u^2} + {\nu ^2}} = \sqrt {{6^2} + {5^2}} = 7.81\;m/s\)

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