Towards an ideal synthetic system for active matter

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• Debasish Das (University of Cambridge)
• Thursday 02 May 2019, 16:45-17:00
• Centre for Mathematical Sciences, MR2.

If you have a question about this talk, please contact Ferdia Sherry.

How are groups of living organisms such as flocks of birds, sheep, schools of fish and bacterial colonies able to self-organize and display collective motion? This question has fascinated scientists for decades and has given rise to the new field of ‘active matter’. One of the key features of active matter is that it is composed of self-propelled units that move by consuming energy from their surrounding with a direction of self-propulsion typically set by their own anisotropy, either in shape or functionalisation, rather than by an external field. In this talk, I will use an electrohydrodynamic instability called Quincke rotation to develop an ideal self-propelled particle. Dielectric particles suspended in a weakly conducting fluid are known to spontaneously start rotating under the action of a sufficiently strong uniform DC electric field due to Quincke rotation. This rotation can be converted into translation when the particles are placed near a surface providing useful model systems for active matter. Using a combination of numerical simulations and theoretical models, we demonstrate that it is possible to convert the spontaneous Quincke rotation into spontaneous translation even in the absence of surfaces by relying on geometrical asymmetry instead. The resulting novel type of active particle (i) is capable of autonomous self propulsion, i.e. the direction of propulsion is not set and controlled by an external field, (ii) does not require the presence of a surface and (iii) is amenable to theoretical analysis from first principles. Suspensions of randomly-shaped particles under Quincke rotation would thus be expected to perform collective motion by exploring the full three-dimensional space with unspecified swimming direction, opening thereby the door to a potentially new type of active matter.

This talk is part of the SIAM-IMA Cambridge Student Chapter series.

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• Centre for Mathematical Sciences, MR2
• SIAM-IMA Cambridge Student Chapter

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