论文信息 - On the divergence problem in calculating particle velocities in dilute dispersions of identical spheres II. Effect of a plane wall - 字舞流文

On the divergence problem in calculating particle velocities in dilute dispersions of identical spheres II. Effect of a plane wall

Abstract Consider a very dilute random dispersion of identical spheres sedimenting slowly in a viscous fluid toward a horizontal plane wall. This wall imposes t

M. T. Kamel | E. M. Tory | Elmer M. Tory

[1] R. G. Cox,et al. The stokes translation of a particle of arbitrary shape along the axis of a circular cylinder , 1966 .

[2] D. K. Pickard,et al. A Markov model for sedimentation , 1977 .

[3] W. Hartmeier,et al. Neue Erkenntnisse über den Einfluß des O2‐Partialdruckes auf den Stoffwechsel von Mikroorganismen , 1971 .

[4] A three-parameter markov model for sedimentation II. Simulation of transit times and comparison with experimental results , 1987 .

[5] Russel E. Caflisch,et al. Variance in the sedimentation speed of a suspension , 1985 .

[6] D. K. Pickard,et al. A three‐parameter markov model for sedimentation , 1977 .

[7] H. Wilf. The Disk with the College Education. , 1982 .

[8] D. K. Pickard,et al. Extensions and refinements of a Markov model for sedimentation , 1982 .

[9] D. K. Pickard,et al. On the divergence problem in calculating particle velocities in dilute dispersions of identical spheres , 1986 .

[10] C. W. J. Beenakker,et al. Is sedimentation container-shape dependent? , 1985 .

[11] G. Batchelor. Sedimentation in a dilute dispersion of spheres , 1972, Journal of Fluid Mechanics.

[12] M. T. Kamel,et al. The distribution of kth nearest neighbours and its application to cluster settling in dispersions of equal spheres , 1979 .

[13] P. Mazur,et al. On the Smoluchowski paradox in a sedimenting suspension , 1985 .