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Signal propagation and linear response in the delay Vicsek model
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Retardation between sensation and action is an inherent biological trait. Here we study its effect in the Vicsek model, which is a paradigmatic swarm model. We find that: (i) a discrete time delay in the orientational interactions diminishes the ability of strongly aligned swarms to follow a leader and, in return, increases their stability against random orientation fluctuations; (ii) both longer delays and higher speeds favor ballistic over diffusive spreading of information (orientation) through the swarm; (iii) for short delays, the mean change in the total orientation (the order parameter) scales linearly in a small orientational bias of the leaders and inversely in the delay time, while its variance first increases and then saturates with increasing delays; (iv) the linear response breaks down when orientation conservation is broken.
Forward citations
Cited by 2 Pith papers
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Order-Disorder Transition in Delay Vicsek Model
Delays in the Vicsek model stabilize phase-separated bands, broaden the interval of coexistence, and increase band number, making delay a control parameter for collective motion.
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AdaFusion: Prompt-Guided Inference with Adaptive Fusion of Pathology Foundation Models
In the delayed Vicsek model at high speed, delay widens the noise range of phase-separated bands, shifts the transition to disorder to higher noise, and speeds band formation by generating larger swirls.
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