Question: The velocity potential for a spiral vortex flow is given by (phi=) ((Gamma / 2 pi) theta-(m / 2 pi) ln r), where (Gamma) and
The velocity potential for a spiral vortex flow is given by \(\phi=\) \((\Gamma / 2 \pi) \theta-(m / 2 \pi) \ln r\), where \(\Gamma\) and \(m\) are constants. Show that the angle, \(\alpha\), between the velocity vector and the radial direction is constant throughout the flow field (see Fig. P6.44).
Figure P6.44

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