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Isovolumetric dividing active matter
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We introduce and theoretically investigate a minimal particle-based model for a new class of active matter where particles exhibit directional, volume-conserving division in confinement while interacting sterically, mimicking cells in early embryogenesis. We find that complex motion, synchronized within division cycles, displays strong collective effects and becomes self-similar in the long-time limit. Introducing the method of normalized retraced trajectories, we show that the transgenerational motion caused by cell division can be mapped to a time-inhomogenous random walk with an exponentially decreasing length scale. Analytical predictions for this stochastic process allow us to extract effective parameters, indicating unusual effects of crowding and absence of jamming. Robustness of our findings against desynchronized divisions, cell size dispersity, and variations in confinement hints at universal behavior. Our results establish an understanding of complex dynamics exhibited by isovolumentric division over long timescales, paving the way for new bioengineering strategies and perspectives on living matter.
Forward citations
Cited by 3 Pith papers
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Prediction and control of geometry-induced nematic order in growing multicellular systems
Orientation patterns in growing rod colonies follow the shear rate of an isotropic expansion flow, and n-sided polygonal boundaries are predicted to produce a total topological defect charge of 1 - n/2.
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Phase separation in a mixture of proliferating and motile active matter
Motile particles in a growing, pressure-regulated active bath phase separate into a dense cluster even though all microscopic forces are repulsive, with the effect weakening as self-propulsion increases.
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What exactly is 'active matter'?
Active matter has no unique definition; 'active' depends on a chosen coarse-grained viewpoint, making it a family resemblance term rather than a sharp category.
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