Translational steady fall of symmetric bodies in a Navier-Stokes liquid, with application to particle sedimentation

Related Items (14)

ORIENTATION OF SYMMETRIC BODIES FALLING IN A SECOND-ORDER LIQUID AT NONZERO REYNOLDS NUMBER ⋮ Steady solutions to the problem of a ball dynamics in a Stokes–Poiseuille flow ⋮ Existence of steady freefall of rigid bodies in a second-order fluid with applications to particle sedimentation ⋮ Large-time behavior of a rigid body of arbitrary shape in a viscous fluid under the action of prescribed forces and torques ⋮ On the affordances of the MaxEP principle ⋮ Numerical study of body shape and wing flexibility in fluid structure interaction ⋮ Non-equilibrium pattern selection in particle sedimentation ⋮ Strong solutions for the interaction of a rigid body and a viscoelastic fluid ⋮ $L^{p}$-theory for strong solutions to fluid-rigid body interaction in Newtonian and generalized Newtonian fluids ⋮ On the slow motion of a sphere in fluids with non-constant viscosities ⋮ Steady fall of bodies of arbitrary shape in a second-order fluid at zero Reynolds number ⋮ On the numerical simulation of the unsteady free fall of a solid in a fluid. I: The Newtonian case ⋮ An optimal principle in fluid-structure interaction ⋮ A note on the orientation of symmetric rigid bodies sedimenting in a power-law fluid

This page was built for publication: Translational steady fall of symmetric bodies in a Navier-Stokes liquid, with application to particle sedimentation