International audienceSuspensions of actively driven anisotropic objects exhibit distinctively nonequilibrium behaviors, and current theories predict that they are incapable of sustaining orientational order at high activity. By contrast, here we show that nematic suspensions on a substrate can display order at arbitrarily high activity due to a previously unreported, potentially stabilizing active force. This force moreover emerges inevitably in theories of active orientable fluids under geometric confinement. The resulting nonequilibrium ordered phase displays robust giant number fluctuations that cannot be suppressed even by an incompressible solvent. Our results apply to virtually all experimental assays used to investigate the active n...
Motile creatures are ubiquitous in the natural world. Spanning a broad range of length scales, they ...
International audienceMultiple experiments on active systems consider oriented active suspensions on...
Active matter seeks to bring a physical understanding to bear on biological systems. These systems a...
Suspensions of actively driven anisotropic objects exhibit distinctively nonequilibrium behaviors, a...
In this thesis we studied theoretically and numerically dynamics, order and fluctuations in two dime...
We analyze a model of mutually propelled filaments suspended in a two-dimensional solvent. The system...
Physicists have been looking for common, possibly universal, features of the collective motion of an...
We formulate the statistical dynamics of topological defects in the active nematic phase, formed in ...
We consider the hydrodynamic theory of an active fluid of self-propelled particles with nematic alig...
Using simulations of self-propelled agents with short-range repulsion and nematic alignment, we expl...
Active nematics are a class of nonequilibrium systems which have received much attention in the form...
With quenched disorder, we introduce two-dimensional active nematics suspended in an incompressible ...
We use linear stability analysis to show that an isotropic phase of elongated particles with dipolar...
International audienceAbstract Whereas self-propelled hard discs undergo motility-induced phase sepa...
Can a bath of isotropic but active particles promote ordering of anisotropic but passive particles? ...
Motile creatures are ubiquitous in the natural world. Spanning a broad range of length scales, they ...
International audienceMultiple experiments on active systems consider oriented active suspensions on...
Active matter seeks to bring a physical understanding to bear on biological systems. These systems a...
Suspensions of actively driven anisotropic objects exhibit distinctively nonequilibrium behaviors, a...
In this thesis we studied theoretically and numerically dynamics, order and fluctuations in two dime...
We analyze a model of mutually propelled filaments suspended in a two-dimensional solvent. The system...
Physicists have been looking for common, possibly universal, features of the collective motion of an...
We formulate the statistical dynamics of topological defects in the active nematic phase, formed in ...
We consider the hydrodynamic theory of an active fluid of self-propelled particles with nematic alig...
Using simulations of self-propelled agents with short-range repulsion and nematic alignment, we expl...
Active nematics are a class of nonequilibrium systems which have received much attention in the form...
With quenched disorder, we introduce two-dimensional active nematics suspended in an incompressible ...
We use linear stability analysis to show that an isotropic phase of elongated particles with dipolar...
International audienceAbstract Whereas self-propelled hard discs undergo motility-induced phase sepa...
Can a bath of isotropic but active particles promote ordering of anisotropic but passive particles? ...
Motile creatures are ubiquitous in the natural world. Spanning a broad range of length scales, they ...
International audienceMultiple experiments on active systems consider oriented active suspensions on...
Active matter seeks to bring a physical understanding to bear on biological systems. These systems a...