Geometric control of bacterial surface accumulation

ORAL

Abstract

Controlling and suppressing bacterial accumulation at solid surfaces is essential for preventing biofilm formation and biofouling. Whereas various chemical surface treatments are known to reduce cell accumulation and attachment, the role of complex surface geometries remains less well understood. Here, we report experiments and simulations that explore the effects of locally varying boundary curvature on the scattering and accumulation dynamics of swimming Escherichia coli bacteria in quasi-two-dimensional microfluidic channels. Our experimental and numerical results show that a non-convex periodic boundary geometry can decrease the average cell concentration at the boundary by more than 50% relative to a flat surface.

*MIT OGE Chyn Duog Shiah Memorial Fellowship (R.M.), James S. McDonnell Complex Systems Scholar grant (J.D.), Royal Society Research Grant RG150072 (V.K.)

Presenters

  • Rachel Mok

    • Massachusetts Institute of Technology
    • Department of Applied Mathematics, Massachusetts Institute of Technology

Authors

  • Rachel Mok

    • Massachusetts Institute of Technology
    • Department of Applied Mathematics, Massachusetts Institute of Technology
  • Jorn Dunkel

    • Massachusetts Institute of Technology
    • Department of Applied Mathematics, Massachusetts Institute of Technology
    • Department of Mathematics, Massachusetts Institute of Technology
  • Vasily Kantsler

    • University of Warwick