Collective Dynamics of Dividing Chemotactic Cells
arXiv:1406.6206 · doi:10.1103/PhysRevLett.114.028101
Abstract
The large scale behaviour of a population of cells that grow and interact through the concentration field of the chemicals they secrete is studied using dynamical renormalization group methods. The combination of the effective long-range chemotactic interaction and lack of number conservation leads to a rich variety of phase behaviour in the system, which includes a sharp transition from a phase that has moderate (or controlled) growth and regulated chemical interactions to a phase with strong (or uncontrolled) growth and no chemical interactions. The transition point has nontrivial critical exponents. Our results might help shed light on the interplay between chemical signalling and growth in tissues and colonies, and in particular on the challenging problem of cancer metastasis.
References in corpus (18)
- Novel type of phase transition in a system of self-driven particles
- Onset of collective and cohesive motion
- Langevin Equation for the Density of a System of Interacting Langevin Processes
- Arrested phase separation in reproducing bacteria: a generic route to pattern formation?
- Clusters, asters and collective oscillations in chemotactic colloids
- Self-assembly of catalytically active colloidal molecules: Tailoring activity through surface chemistry
- Collective Thermotaxis of Thermally Active Colloids
- Thermodynamics of self-gravitating systems
- Emergent comet-like swarming of optically driven thermally active colloids
- Fisher waves in the strong noise limit
- Anomalous diffusion and collapse of self-gravitating Langevin particles in D dimensions
- Birth, Death and Flight: A Theory of Malthusian Flocks
- Strong-coupling dynamics of a multi-cellular chemotactic system
- Undulation Instability of Epithelial Tissues
- Universality for Moving Stripes: A Hydrodynamic Theory of Polar Active Smectics
- Effect of Random Impurities on Fluctuation-Driven First Order Transitions
- Dynamics of a microorganism moving by chemotaxis in its own secretion
- Self Trapping of a Single Bacterium in its Own Chemoattractant
Cited by in corpus (27)
- Classical dynamical density functional theory: from fundamentals to applications
- Defect-mediated morphologies in growing cell colonies
- Chemotactic self-caging in active emulsions
- Effective dynamics of microorganisms that interact with their own trail
- From bulk to microphase separation in scalar active matter: A perturbative renormalization group analysis
- Interactions in Active Colloids
- Multicellular self-organization of P. aeruginosa due to interactions with secreted trails
- Natural Swarms in Dimensions
- Nonequilibrium polarity-induced mechanism for chemotaxis: emergent Galilean symmetry and exact scaling exponents
- The critical catastrophe revisited
- Non-equilibrium phase separation in mixtures of catalytically active particles: size dispersity and screening effects
- Critical behavior of active Brownian particles: Connection to field theories
- Cell growth rate dictates the onset of glass to fluid-like transition and long time super-diffusion in an evolving cell colony
- Stochastic dynamics of chemotactic colonies with logistic growth
- Trail-Mediated Self-Interaction
- Interaction-motif-based classification of self-organizing metabolic cycles
- Current fluctuations across a nanopore
- Particle Entity in the Doi-Peliti and Response Field Formalisms
- On the origin of super-diffusive behavior in a class of non-equilibrium systems
- Novel critical phenomena in compressible polar active fluids: Dynamical and Functional Renormalization Group Studies
- Anomalous Collective Dynamics of Auto-Chemotactic Populations
- Fluctuation Dissipation Relations for Active Field Theories
- Current fluctuations of a self-interacting diffusion on a ring
- Fluctuation Dissipation Relations for the Non-Reciprocal Cahn-Hilliard Model
- Cell division sets a universal flow geometry in cell layers
- Sensitive particle shape dependence of growth-induced mesoscale nematic structure
- Non-reciprocal interactions between condensates in chemically active mixtures