Given that the tangential velocity $U_2$ is 13.57 m/s and the flow rate $Q$ is 0.065 cubic meter per second, we can calculate the meridional velocity $W_{2t}$ using the formula:
\[W_{2t} = \frac{Q}{2\pi R_2 B_2}\]
which gives us $W_{2t} = 6.9$ m/s.
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