The first experimental results on pattern transitions in the co-rotation regime (i.e. the rotation ratio = ω ₒ/ω ᵢ > 0 , where ω ᵢ and ω ₒ are the angular speeds of the inner and outer cylinders, respectively) of the Taylor–Couette flow (TCF) are reported for a neutrally buoyant suspension of non-colloidal particles, up to a particle volume fraction of φ = 0.3 . While the stationary Taylor vortex flow (TVF) is the primary bifurcating state in dilute suspensions ( φ ≤ ~0.05 ), the non-axisymmetric oscillatory states, such as the spiral vortex flow (SVF) and the ribbon (RIB), appear as primary bifurcations with increasing particle loading, with an overall de-stabilization of the primary bifurcating states (TVF/SVF/RIB) being found with increasing φ for all ≥ ~0 . At small co-rotations ( ~ 0 ), the particles play the dual role of stabilization ( φ < 0.1 ) and destabilization ( φ ≥ ~0.1 ) on the secondary/tertiary oscillatory states. The distinctive features of the ‘particle-induced’ spiral vortices are identified and contrasted with those of the ‘fluid-induced’ spirals that operate in the counter-rotation regime.
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Ghosh et al. (2024) studied this question.
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