Special Session 80: Nonlinear dynamics of particle systems and fluids

Mathematical Analysis of Some Models of Active Matter
Hantaek Bae
Ulsan National Institute of Science and Technology
Korea
Co-Author(s):    Young-Pil Choi, Kyungkeun Kang, Woojae Lee
Abstract:
Active matter theories have made remarkable progress in understanding the dynamics of suspension of active polar particles such as fish school, locust swarm, and bird flock. The large scale behavior of active matter systems can be described by continuum models which describe the evolution of slow variables such as the number density and the velocity field. In this talk, we introduce some some recents results on these continuum models.