Settling spheroids in shear flow exhibit a SNIC bifurcation at critical settling strength R=1 that stops rotation, while noise induces rare Kramers phase slips whose rate is exponentially sensitive to Peclet number.
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Orientation dynamics of a settling spheroid in simple shear flow: bifurcations and stochastic alignment
Settling spheroids in shear flow exhibit a SNIC bifurcation at critical settling strength R=1 that stops rotation, while noise induces rare Kramers phase slips whose rate is exponentially sensitive to Peclet number.