Viscous Fingering-like Instability of Cell Fragments
arXiv:0804.0707 · doi:10.1103/PhysRevLett.100.258106
Abstract
We present a novel flow instability that can arise in thin films of cytoskeletal fluids if the friction with the substrate on which the film lies is sufficiently strong. We consider a two dimensional, membrane-bound fragment containing actin filaments that is perturbed from its initially circular state, where actin polymerizes at the edge and flows radially inward while depolymerizing in the fragment. Performing a linear stability analysis of the initial state due to perturbations of the fragment boundary, we find, in the limit of very large friction, that the perturbed actin velocity and pressure fields obey the very same laws governing the viscous fingering instability of an interface between immiscible fluids in a Hele-Shaw cell. A feature of this instability that is remarkable in the context of cell motility, is that its existence is independent of the strength of the interaction between cytoskeletal filaments and myosin motors, and moreover that it is completely driven by the free energy of actin polymerization at the fragment edge.
References in corpus (2)
Cited by in corpus (16)
- Nonequilibrium Physics in Biology
- Pushing off the walls: a mechanism of cell motility in confinement
- Spontaneous contractility--mediated cortical flow generates cell migration in 3-dimensional environments
- A minimal physical model captures the shapes of crawling cells
- Active Fingering Instability in Tissue Spreading
- Mechanics of motility initiation and motility arrest in crawling cells
- Control of radial miscible viscous fingering
- Instabilities, motion and deformation of active fluid droplets
- Osmotic stress affects functional properties of human melanoma cell lines
- Fingering Instability of Active Nematic Droplets
- Viscocapillary Instability in Cellular Spheroids
- Linear stability of an active fluid interface
- Cell motility: a viscous fingering analysis of active gels
- Stability of Contraction-Driven Cell Motion
- Hamiltonian formulation towards minimization of viscous fluid fingering
- Self-propulsion of an active polar drop