Three-dimensional simulations of a platelet-shaped spheroid near a wall in shear flow
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Publication:3557332
DOI10.1063/1.2126937zbMath1188.76104OpenAlexW1998864553MaRDI QIDQ3557332
Publication date: 22 April 2010
Published in: Physics of Fluids (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1063/1.2126937
boundary integral equationsboundary layersshear flowmultiphase flowbloodpulsatile flowflow simulationhaemodynamicsrotational flow
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Cites Work
- Completed double layer in half-space: A boundary element method
- Slow viscous flow past a sphere in a cylindrical tube
- Motion of a particle between two parallel plane walls in low-Reynolds-number Poiseuille flow
- Particles in a shear flow near a solid wall: Effect of nonsphericity on forces and velocities
- Particle motion in Stokes flow near a plane fluid–fluid interface. Part 2. Linear shear and axisymmetric straining flows
- Second Kind Integral Equation Formulation of Stokes’ Flows Past a Particle of Arbitrary Shape
- The motion of particles in the Hele-Shaw cell
- The motion of a rigid body in viscous fluid bounded by a plane wall
- Hydrodynamic force on a plate near the plane wall. Part I: plate in sliding motion
- A Slow motion of viscous liquid caused by a slowly moving solid sphere
- A slow motion of viscous liquid caused by the rotation of a solid sphere
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