Active chiral dynamics and boundary accumulation phenomenon in confined camphor particles.

Soft Matter

Centro de Investigación en Ciencias-IICBA, Universidad Autónoma del Estado de Morelos, Avenida Universidad 1001, Colonia Chamilpa, 62209, Cuernavaca Morelos, Mexico.

Published: February 2024

AI Article Synopsis

  • The study investigates the dynamics of camphor-infused discs as active particles within a confined circular area, demonstrating their behavior similar to active chiral particles.
  • A new methodology is introduced to estimate important model parameters like linear and angular velocities, which are validated by comparing experimental results with numerical simulations.
  • The research reveals a significant accumulation of active particles at the boundary of the disc, indicating an attractive interaction that leads to unique "sliding dynamics" along the Petri dish wall, with distinct velocity and fluctuation behaviors differing from the bulk dynamics.

Article Abstract

In this work, we perform experimental and numerical investigations on the dynamics of camphor-infused discs, well-established as active particles in their behavior. Our analysis focuses on examining the individual dynamics of these discs within a confined circular domain, revealing that they exhibit characteristics akin to active chiral particles. To characterize this behavior effectively, we introduce a methodology for estimating key model parameter values from our experiments, including linear velocity, angular velocity, and angular noise intensity. To validate our findings, we compare our experimental results with numerical simulations of the model. Our results demonstrate a striking phenomenon associated with camphor-infused discs: a pronounced accumulation of particles along the boundary. This intriguing observation suggests the occurrence of an attractive interaction between the active particles and the boundary, resulting in a kind of adsorption effect. The latter results in the confinement of the camphor disc along the Petri dish wall, which we refer to as sliding dynamics. We empirically determine the velocity of the particle along the Petri dish wall as well as its fluctuations, properties whose behavior notably deviates from the bulk dynamics.

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Source
http://dx.doi.org/10.1039/d3sm01407jDOI Listing

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