Controlling flow patterns and topology in active emulsions

Title: Controlling flow patterns and topology in active emulsions

Abstract: Active emulsions and liquid crystalline shells are intriguing and experimentally realizable types of topological matter.  I'll present a numerical study on the morphology and spatiotemporal dynamics of a double emulsion, where one or two passive small droplets are embedded in a larger active droplet. We find activity introduces a variety of rich and nontrivial nonequilibrium states in the system[1]. First, a double emulsion with a single active droplet becomes self-motile, and there is a transition between translational and rotational motion: both of these regimes remain defect-free, hence topologically trivial.

Second, a pair of particles nucleate one or more disclination loops, with conformational dynamics resembling a rotor or chaotic oscillator, accessed by tuning activity. In the first state a single, topologically charged, disclination loop powers the rotation. In the latter state, this disclination stretches and writhes in 3D, continuously undergoing recombination to yield an example of an active living polymer. 

These emulsions can be self-assembled in the lab, and provide a pathway to form flow and topology patterns in active matter in a controlled  way, as opposed to bulk systems that typically yield active turbulence.

Finally, in a double active emulsion, were the Poincaré-Hopf theorem prescribes that the system must accommodate a charged topological charge, we found a new topologically charged disclination loop characterized by alternating +1/2 and -1/2 segments, which, in terms of Clifford Algebras, provides a classical analogue of a Majorana quasi-particle[2].

[1]G. Negro, L.C. Head, L.N. Carenza, T.N. Shendruk, D. Marenduzzo, G. Gonnella, and A. Tiribocchi, Topology controls flow patterns in active double emulsions. Nat. Comm. 16, 1412 (2025)

[2]L.C. Head, G. Negro et al., Proc. Natl. Acad. Sci. U.S.A. 121, e2405304121 (2024).   

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