Stokes drag on conglomerates of spheres

Keywords

Physics, Drag, SPHERES, Range (aeronautics), Drag coefficient

References

• Positive definiteness of the mobility matrix for computer simulations of suspensions of hard spheres with stick hydrodynamic boundary conditionsKeith Briggs, E.R. Smith, Ian K. Snook — 1991
• Force multipole moments for a spherically symmetric particle in solutionRudi Schmitz — 1980
• Friction and mobility of many spheres in Stokes flowB. Cichocki, B. U. Felderhof, Konrad Hinsen — 1994
• Creeping flow about a spherical particleRudi Schmitz, B. U. Felderhof — 1982
• Boundary Integral and Singularity Methods for Linearized Viscous Flow: IndexC. Pozrikidis — 1992
• Many-body hydrodynamic interactions in suspensionsB. U. Felderhof — 1988
• Hydrodynamic interactions and the viscosity of suspensions of freely moving spheresAnthony J. C. Ladd — 1989
• Stokes flow past three spheres: An analytic solutionSangtae Kim — 1987
• Behavior of multiple spheres in shear and poiseuille flow fields at low Reynolds numberQaizar Hassonjee, Robert Pfeffer, Peter Ganatos — 1992
• Hydrodynamic interactions in a suspension of spherical particlesAnthony J. C. Ladd — 1988
• Many-sphere hydrodynamic interactions and mobilities in a suspensionP. Mazur, Wim van Saarloos — 1982
• Stokes drag on hollow cylinders and conglomeratesI. A. Lasso, P. D. Weidman — 1986
• Dynamic simulation of sheared suspensions. I. General methodG. Bossis, John F. Brady — 1984
• Hydrodynamic transport coefficients of random dispersions of hard spheresAnthony J. C. Ladd — 1990
• Dynamic simulation of hydrodynamically interacting particlesLouis J. Durlofsky, John F. Brady, G. Bossis — 1987
• A strong-interaction theory for the motion of arbitrary three-dimensional clusters of spherical particles at low Reynolds numberQaizar Hassonjee, Peter Ganatos, Robert Pfeffer — 1988
• Calculation of the resistance and mobility functions for two unequal rigid spheres in low-Reynolds-number flowDavid J. Jeffrey, Yoshimoto Onishi — 1984
• Stokesian DynamicsJohn F. Brady, G. Bossis — 1988

Cited by

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• Toward an Accurate Modeling of Hydrodynamic Effects on the Translational and Rotational Dynamics of Biomolecules in Many-Body Systems.Maciej Długosz, Jan Antosiewicz — 2015
• Effects of Hydrodynamic Interactions on the Apparent 1D Mobility of a Nonspecifically Bound Protein Following a Helical Path around DNA.Maciej Długosz — 2015
• An immersed boundary method for rigid bodiesBakytzhan Kallemov, Amneet Bhalla, Boyce Griffith — 2014
• Motion of rigid aggregates under different flow conditionsLucas Sanchez Fellay, Christina P. Twist, Marco Vanni — 2013
• Fundamentals of the dynamics in concentrated suspensionsA. Ferrante — 1996
• Drag and Torque on Clusters of N Arbitrary Spheres at Low Reynolds Number.А. В. Филиппов — 2000
• Some Considerations on the Modeling of Disperse Multiphase Flows by Averaged EquationsAndréa Prosperetti — 1999
• Hydrodynamic interactions between two spheres at contactMaria L. Ekiel-Jeżewska, F. Feuillebois, N. Lecoq — 1999
• Memory function for collective diffusion of interacting Brownian particlesPiotr Szymczak, B. Cichocki — 2002
• Memory effects in collective dynamics of Brownian suspensions.Piotr Szymczak, B. Cichocki — 2004
• The short-time self-diffusion coefficient of a sphere in a suspension of rigid rods.Jan Guzowski, B. Cichocki, Eligiusz Wajnryb — 2008
• Rigid body dynamics approach to Stokesian dynamics simulations of nonspherical particles.Ramzi Kutteh — 2010
• Hydrodynamic orienting of asymmetric microobjects under gravityMaria L. Ekiel-Jeżewska, Eligiusz Wajnryb — 2008
• Characterization of 2D colloids assembled by optically-induced electrohydrodynamics.Andrew H. Work, Stuart J. Williams — 2015
• Retarded hydrodynamic properties of fractal clusters.Marco Lattuada — 2014
• Brownian dynamics without Green's functions.Steven Delong, Florencio Balboa Usabiaga, Rafael Delgado‐Buscalioni — 2013
• Porous agglomerates in the general linear flow field.P. Vainshtein, M. Shapiro — 2006
• Axisymmetric stokes drag on hollow cylinders: Computation and comparison with experimentR. Roger, P. D. Weidman — 1998
• Hydrodynamic properties of rigid fractal aggregates of arbitrary morphology.Yogesh M. Harshe, Lyonel Ehrl, Marco Lattuada — 2010

Related papers

• A note on Stokes' solution for a flow past a sphereTsutomu Arai — 1995
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• The influence of relative velocity on the eddy structure between two spheres in Stokes flowA. M. J. Davis — 1978
• Viscous Flow Past a Random Array of SpheresStephen Childress — 1972
• The stokes flow of the rotating double spheres and multiple spheresWu Wang-yi, Xiaoyi He — 1987
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