About this Research Topic
Active microscopic systems are the basic building blocks of life itself, where they exist in predominantly nonequilibrium environments. Confining them by directed forces, which may be of optical, magnetic, chemical, electrostatic or thermophoretic origin, provides opportunities to tune the collective behavior and response of active matter systems. Although recent advances in statistical mechanics have paved the way for the theoretical, numerical and experimental study of many aspects of such systems with nontrivial particle distributions under confinement, a comprehensive framework is still lacking even in the case of non-equilibrium stationary states in simple or complex fluidic environments. Such a framework would open the door for the investigation of many fundamental as well as practical questions regarding the understanding of the emergence of such non-equilibrium steady-states, their physical properties as well as their potential applications in, e.g. particle steering, sorting, self-assembly, the development of microscopic engines, etc. This Research Topic will focus on these issues and aims to bring together theoretical and experimental contributions in the field.
This Research Topic welcomes high-quality Original Research, Review, and Perspective articles. Research interests include but are not limited to theoretical and experimental research on the following topics:
1. Generalized fluctuation theorems for active systems under confinement in non-equilibrium steady states
2. Mesoscopic engines based on active matter
3. Statistics of confined non-equilibrium steady state active matter systems: fist passage, resetting, etc.
4. Active matter dynamics under confinement
5. Exotic manipulation and assembly of active matter
6. Applications of confined active matter systems
7. Statistics and dynamics of confined living matter in non-equilibrium steady states: effect of environments, controlled forces, etc.
Keywords: Active Matter, Statistical physics, Non-equilibrium steady states, Entropy, Self-propelled particles, Brownian motion, Confined mesoscopic systems
Important Note: All contributions to this Research Topic must be within the scope of the section and journal to which they are submitted, as defined in their mission statements. Frontiers reserves the right to guide an out-of-scope manuscript to a more suitable section or journal at any stage of peer review.