Inhalt des Dokuments
Dynamics and Control of Active Matter
Friday, 15th January 2021
Online Symposium
For information on how to access the event, please contact Henning Reinken via: henning.reinken(at)itp.tu-berlin.de [1]
Guests are welcome!
Programme
15:00 - 15:50 |
Using the medium to
control active matter Fernando Peruani (University of Cergy
Pontoise,
France) |
15:50 - 16:05 | Coffee Break |
16:05 - 16:30 | Shape-anisotropic Microswimmers:
Influence of Hydrodynamics
Arne Zantop (TU Berlin) |
16:30 - 16:55 | Vasco Worlitzer (PTB Berlin) |
16:55 | Discussion /
Breakout Rooms |
Abstracts
Shape-anisotropic Microswimmers: Influence of Hydrodynamics
Arne Zantop (Technsiche Universität Berlin)
Constituents of active matter, e.g. bacteria or active filaments,
are often elongated in shape. The shape and the stiffness of the
active components clearly influence their individual dynamics and
collective pattern formation. On length scales much larger than the
size of the constituents, active materials exhibit many fascinating
phenomena such as the formation of vortices or turbulent structures
[1,2]. To identify how steric and hydrodynamic interactions as well as
thermal fluctuations influence collective behavior is subject of
current research.
In this context, we model shape-anisotropic
microswimmers with rod shape by composing them of overlapping
spherical squirmers. We simulate their hydrodynamic flow fields using
the method of multi-particle collision dynamics. With increasing
aspect ratio of the rods, we find that a force quadrupole moment
dominates the hydrodynamic flow field, whereas in quasi-2D confinement
between two parallel plates (Hele-Shaw geometry) the far field is
determined by a two-dimensional source dipole moment [3].
Investigating the collective dynamics of the squirmer rods, we
identify with increasing density and aspect ratio of the rods a
disordered, a swarming, and a jamming state.
[1] Dunkel et
al., PRL 110 (2013): 228102
[2] Wensink et al., PNAS 109 (2012):
14308-14313
[3] A. W. Zantop and H. Stark, Soft Matter 16 (2020):
6400-6412.
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