Skip to contentSkip to filters

We use cookies for analytics.

Topic: microorganisms

Seminar
1 seminar
Job
1 job

In Biology and Microbiology

'Shape' of microorganisms are diverse. However, we sometimes approximate them as a sphere or a spheroid when we mathematically model the hydrodynamics of motile and non-motile cells. Such a geometrical simplification can be theoretically validated for motions in a linear background flow, since the dynamics, known as the Jeffery orbit, only contain a single geometric parameter, called the Bretherton constant. In this talk, we generalise the Jeffery equations for a chiral axisymmetric object using the low-Reynolds-number hydrokinetic symmetry and then demonstrate that the dynamics of a certain t

Wed, Mar 17, 2021 · 09:00 UTC

Seminar · Applied Mathematics