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Motion of a sphere and the suspending low-Reynolds-number fluid confined in a cubic cavity 被引量:1
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作者 Gaofeng Chen xikai jiang 《Theoretical & Applied Mechanics Letters》 CAS CSCD 2022年第4期251-256,共6页
Dynamics of a spherical particle and the suspending low-Reynolds-number fluid confined by a cubic cavity were studied numerically.We calculated the particle’s hydrodynamic mobilities along x-,y-,and zdirections at va... Dynamics of a spherical particle and the suspending low-Reynolds-number fluid confined by a cubic cavity were studied numerically.We calculated the particle’s hydrodynamic mobilities along x-,y-,and zdirections at various locations in the cavity.The mobility is largest in the cavity center and decays as the particle becomes closer to no-slip walls.It was found that mobilities in the entire cubic cavity can be determined by a minimal set in a unit tetrahedron therein.Fluid vortices in the cavity induced by the particle motion were observed and analyzed.We also found that the particle can exhibit a drift motion perpendicular to the external force.Magnitude of the drift velocity normalized by the velocity along the direction of the external force depends on particle location and particle-to-cavity sizes ratio.This work forms the basis to understand more complex dynamics in microfluidic applications such as intracellular transport and encapsulation technologies. 展开更多
关键词 Particle dynamics Low-Reynolds-number fluid CONFINEMENT Mobility Drift
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