Internship and thesis proposals
Cohesion and fluidity of an epithelial tissue: how active cell mechanics preserve diffusion in a dense, disordered system

Domaines
Statistical physics
Biophysics
Soft matter
Nonequilibrium statistical physics
Physics of living systems
Non-equilibrium Statistical Physics

Type of internship
Théorique, numérique
Description
Epithelial tissues must maintain organ integrity while continuously remodeling during morphogenesis, wound healing, and disease progression. At high cell density, tissues are often described as mechanically arrested, disordered, solid-like materials, and a large body of work interprets them within the framework of glassy and jamming physics. In this picture, cells are trapped by their neighbors (the “cage effect”), which should lead to subdiffusive dynamics and strongly slowed rearrangements, as in thermal glass-formers near the glass transition. Yet tissues do remain fluid over long timescales: cells exchange neighbors and eventually diffuse over distances much larger than their size, with transport that is often much closer to normal diffusion than what a passive glassy system would give. This tension between cohesion (solid-like at short times) and fluidity (liquid-like at long times) is the central question of this project. A plausible explanation is that active, non-equilibrium mechanisms intrinsic to cells (shape changes, self-propulsion, polarity dynamics, cell division and extrusion) continuously fluidize the tissue. However, these mechanisms are rarely compared on equal footing, and in particular the role of the coupling between cell geometry and cell motility remains poorly understood.

Contact
Marc Durand
Laboratory : MSC - UMR7057
Team : Morphogenèse et Dynamique des Systèmes Auto-Organisés
Team Website
/ Thesis :    Funding :