Periodic and quasiperiodic vortex shedding in the wake of a rotating sphere
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If you have a question about this talk, please contact Catherine Pearson.
Without rotation, the wake of a sphere is governed by a single control
parameter (the Reynolds number) and the dynamic régimes that are
selected at low and moderate values of RE are well known. Here we
consider rotation of the sphere about an axis aligned with the outer
flow. This second control parameter (Omega) does not break the
axisymmetry of the setting but allows for a much richer bifurcation
scenario. By investigating the relevant base flows, studying their
linear stability properties and computing the corresponding fully
developed régimes we attempt to systematically map out a large region
of the parameter space and to relate the observed behaviour to its
non-rotating counterpart.
This talk is part of the Seminars for the Institute for Energy and Environmental Flows (formerly BP Institute) series.
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