Non-equilibrium dynamics of bacterial colonies—growth, active fluctuations, segregation, adhesion, and invasion

Colonies of bacteria endowed with a pili-based self-propulsion machinery are ideal models for investigating the structure and dynamics of active many-particle systems. We study Neisseria gonorrhoeae colonies with a molecular-dynamics-based approach. A generic, adaptable simulation method for particl...

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Veröffentlicht in:Communications physics 2022-10, Vol.5 (1), p.1-13, Article 251
Hauptverfasser: Zhou, Kai, Hennes, Marc, Maier, Berenike, Gompper, Gerhard, Sabass, Benedikt
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Sprache:eng
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Zusammenfassung:Colonies of bacteria endowed with a pili-based self-propulsion machinery are ideal models for investigating the structure and dynamics of active many-particle systems. We study Neisseria gonorrhoeae colonies with a molecular-dynamics-based approach. A generic, adaptable simulation method for particle systems with fluctuating bond-like interactions is devised. The simulations are employed to investigate growth of bacterial colonies and the dependence of the colony structure on cell-cell interactions. In colonies, pilus retraction enhances local ordering. For colonies consisting of different types of cells, the simulations show a segregation depending on the pili-mediated interactions among different cells. These results agree with experimental observations. Next, we quantify the power-spectral density of colony-shape fluctuations in silico. Simulations predict a strong violation of the equilibrium fluctuation-response relation. Furthermore, we show that active force generation enables colonies to spread on surfaces and to invade narrow channels. The methodology can serve as a foundation for future studies of active many-particle systems at boundaries with complex shape. Adhesion forces due to active pili govern the formation of biofilms by a wide range of bacteria. Using simulations, this work shows how such active adhesions determine the morphology of bacterial collectives, their non-equilibrium fluctuations, and the spreading dynamics in different geometries.
ISSN:2399-3650
2399-3650
DOI:10.1038/s42005-022-01018-7