Slow viscous flow over rectangular cavities
Analytic solutions of the equations of motion of slow viscous flow (R = 0) of an incompressible fluid over two-dimensional rectangular cavities are found for a variety of boundary conditions. The flows considered are generated (a) by the uniform translation of one wall of a cavity parallel to itself; (b) by an outer stream over a cavity; and (c) by an outer stream, when the cavity walls are moving. cavities. In each case, recirculating flows are generated in the deeper In (a) a...[Show more]
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