|Present||Assistant Professor, Cleveland State University ‐ Department of Mathematics|
Office: RT 1538
Collective Dynamics Of Two-dimensional Swimming Bacteria: Experiments And Models
Physical Review E (2018)
The physical properties of collectively swimming bacteria have been thoroughly investigated both experimentally and theoretically using simulations. While models successfully ...
A Kinetic Model for Semidilute Bacterial Suspensions
Multiscale Modeling & Simulation (2012)
Suspensions of self-propelled microscopic particles, such as swimming bacteria, exhibit collective motion leading to remarkable experimentally observable macroscopic properties. Rigorous ...