First-principles derivation of Basset-Boussinesq history force for finite-viscosity droplets yields a >60% reduction in deflection amplitude under periodic acceleration compared with memory-free models.
The force on a sphere in a uniform flow with small-amplitude oscillations at finite Reynolds number
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Impact of the history force on the motion of droplets in shaken liquids
First-principles derivation of Basset-Boussinesq history force for finite-viscosity droplets yields a >60% reduction in deflection amplitude under periodic acceleration compared with memory-free models.