Development of coherent structures in concentrated suspensions of swimming model micro-organisms
By Takuji Ishikawa, J. Locsei, T. Pedley. Journal of Fluid Mechanics, 2008
142 citations recorded by the source corpus.
Subfields: Biomedical Engineering, Computational Mechanics, Condensed Matter Physics
View Paper: https://www.semanticscholar.org/paper/886d15684f22d7aade0e0c8ed6d6ae68b118a02c
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Biomedical Engineering
- David Saintillan
- Elsen Tjhung
- Raymond E. Goldstein
- G. Subramanian
- M. E. Cates
- D. Koch
- Eric Lauga
- Michael Winkler
In Computational Mechanics
- Luis H. Cisneros
- Raymond E. Goldstein
- M. E. Cates
- David Saintillan
- D. Koch
- Helmholtz-Zentrum Dresden-Rossendorf
- S. Subramaniam
- J. Kuipers
In Condensed Matter Physics
- David Saintillan
- Elsen Tjhung
- M. E. Cates
- Raymond E. Goldstein
- Luis H. Cisneros
- G. Subramanian
- Jörn Dunkel
- K. Drescher
Citations in the corpus
- Critical bacterial concentration for the onset of collective swimming (2009, background): “The sensitivity to the nature of near-field hydrodynamics may also play a role in the simulations of Ishikawa et al. (2008). The authors rely on a spherical ‘squirmer’ with a specified surface velocity distribution as a model for a swimming bacterium. Many of their results, including the peculiar na”
- Fluid dynamics and noise in bacterial cell–cell and cell–surface scattering (2011, background): “[22] Ishikawa T, Locsei JT, Pedley TJ (2008) Development of coherent structures in concentrated suspensions of swimming model micro-organisms.”
- Theories of binary fluid mixtures: from phase-separation kinetics to active emulsions (2017, background): “to earlier work in which the swimming particles are individually resolved (Ishikawa et al. 2008) is not yet established.”
- Active suspensions and their nonlinear models (2013, methodology): “Pedley and coworkers developed detailed Stokesian dynamics simulations of interacting “squirmers”, propelled by a prescribed surface slip velocity, and also reported motile particle and tracer diffusion [36,37], and the development of coherent structures in their suspensions [38,39].”