Open AccessDissertation
Hydrodynamics of micro-swimmers in complex fluids and environments
Arnoldus J. Th. M. Mathijssen
- 01 Jan 2016
15
TL;DR: A hydrodynamic framework based on the fundamental solutions of the Stokes equations to compute swimmer-generated flow fields is developed and the ability to swim upstream is evaluated and it is uncovered that viscoelasticity can provide a natural sorting mechanism for sperm cells.
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Abstract: Both biological micro-organisms and synthetic micro-robots propel through viscous liquids to achieve their goal, be it to invade new territories or to deliver drugs to infected regions. Considerable attention is devoted to learning how to prevent or encourage these processes, and understanding the interactions between micro-swimmers and their complex environments is an essential part of this. In vivo conditions provide a challenge to model, although novel experimental, computational and theoretical techniques have provided clear insights into the continuous interplay between the effects of strong confinement, hydrodynamic interactions, and local activity that drives living systems out of equilibrium. To analyse the underlying mechanisms of micro-swimmer processes, we develop a hydrodynamic framework based on the fundamental solutions of the Stokes equations to compute swimmer-generated flow fields. These flows affect the motion of swimmers via reflections in surfaces, mix and enhance the uptake of nutrients, and enable cells to sense one another's presence. Hence, we study the accumulation of microbes on surfaces, which could be relevant for the initial stages of biofilm formation, and compute the strength required for externally imposed flows to detach them. Moreover, we evaluate the ability to swim upstream and uncover that viscoelasticity can provide a natural sorting mechanism for sperm cells. Other ecological effects are considered, including the transport of nutrients by micro-flows, the interaction with water-air interfaces, and the impact of thermal noise and biological fluctuations. To verify our results, we compare our theory to extensive simulations using a `Raspberry' swimmer model in combination with the Lattice-Boltzmann fluid solver algorithm. This allows us to determine previously unknown model parameters and hence make suggestions to improve micro-organism treatment and micro-robot design.
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References
Chaining of weakly interacting particles suspended in viscoelastic fluids
TL;DR: In this article, an asymptotic theory based on multipole expansions is presented for multiparticle interactions in unbounded, weakly viscoelastic, creeping flows, which accounts for non-Newtonian sphere-sphere interactions that are of order O (D e ( a / R ) 2 ), where De is the Deborah number, a the sphere radius and R is the sphere separation.
33
Reinterpreting the basic theorem of flagellar hydrodynamics
TL;DR: In this article, the authors compare the representation of Stokes flows at very low Reynolds number by a surface distribution of stokeslets and dipoles along the flagellar centreline, with the velocity of each crosssection expressed as a centreline value of the combined fields of singularities beyond a certain cutoff distance.
33
The Raspberry Model for Hydrodynamic Interactions Revisited. I. Periodic Arrays of Spheres and Dumbbells
TL;DR: This paper examines the accuracy with which the raspberry method is able to reproduce Stokes-level hydrodynamic interactions when compared to analytic expressions for solid spheres in simple-cubic crystals and shows that there is a discrepancy between the translational and rotational mobility reproduced by the simple raspberry model.
32
Living on the edge: transfer and traffic of E. coli in a confined flow
Nuris Figueroa-Morales,Nuris Figueroa-Morales,Gastón Leonardo Miño,A. Rivera,Rogelio Caballero,Eric Clément,Ernesto Altshuler,Anke Lindner +7 more
TL;DR: In this paper, the authors quantitatively study the transport of E. coli near the walls of confined microfluidic channels, and in more detail along the edges formed by the interception of two perpendicular walls.
32
Open-flow mixing: Experimental evidence for strange eigenmodes
TL;DR: In this paper, the mixing dynamics of a blob of dye in a channel flow with a finite stirring region undergoing chaotic advection were investigated experimentally, and the homogenization of dye was confirmed.
31