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# Physics# Soft Condensed Matter

Active Matter Behavior in Confined Spaces

Study reveals how self-propelled particles affect clustering during phase changes.

Parameshwaran A, Bhaskar Sen Gupta

― 5 min read


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Table of Contents

Active Matter systems consist of particles that can move by themselves. These systems can act differently when they are confined in a limited space. A common example is a collection of bacteria moving in a narrow tube. The study of how these active particles group together and behave under certain conditions is important for various fields like biology, materials science, and nanotechnology.

This research focuses on how Vapor and Liquid phases separate when active matter is confined in a space that is almost one-dimensional, like a tube. Understanding this behavior can provide insights into how Clusters form and grow in such systems. The active behavior of particles can change how they cluster compared to passive particles that do not move on their own.

Model and Methods

To study this phenomenon, we consider a simple model of particles that interact with each other. The interactions among particles are modeled using a potential that describes how they push or pull on each other. The particles can also self-propel using a specific rule that causes them to align their movement with nearby particles.

The system is examined through computer simulations, which allow researchers to see how the particles behave over time. The simulation is set up to observe how the particles separate into vapor and liquid phases after a sudden change in temperature. This is done by starting with a uniform distribution of particles and then watching how they evolve.

Results

The study reveals that, without activity, the particles start to group together by forming small liquid droplets. These droplets grow in size through a process where smaller droplets give up some of their particles to larger ones. However, in a confined space, these droplets cannot move freely, leading to a situation where they eventually reach a stable arrangement but do not fully separate into distinct liquid and vapor phases.

In contrast, when the particles are active, the situation changes significantly. The self-propulsion of the particles leads to much faster growth of the clusters. As time progresses, these droplets merge to form larger clusters, breaking the previously stable state. Eventually, this active behavior allows the system to fully separate into vapor and liquid phases.

Coarsening Mechanism

To understand how the clusters grow, we look at how far a particle moves over time. For active systems, particles show a mix of movement patterns. Initially, they move randomly, but as time goes on, their movement becomes more directed. This change allows the clusters to merge and grow significantly faster than in passive systems.

We study how the size of these clusters changes over time. The growth pattern follows specific rules, which we can observe in both active and passive situations. In the passive system, the growth slows down as the particles become more stable. Meanwhile, the active system continues to evolve rapidly, demonstrating that activity plays a crucial role in the clustering dynamics.

Domain Growth Dynamics

As we observe the growth of clusters, we note that the size of these clusters increases over time. The relationship between the size of the clusters and time can be plotted to reveal important patterns. Both active and passive systems show a similar trend in growth, but the rate is much higher in the active case.

For active systems, we can see that the growth starts with a phase where the clusters grow independently. After some time, the growth rate accelerates, indicating that the clusters are merging more frequently. This process leads to larger, more compact clusters that differ from the more dispersed structures seen in passive systems.

Scaling Behavior

The systems studied exhibit a self-similar pattern, where the clusters maintain similar shapes and sizes throughout their growth phase. This scaling behavior allows researchers to understand the dynamics of clustering better. By analyzing these patterns, we can extract meaningful information about the underlying processes driving the growth.

We can also compare how the density of the clusters changes over time. As clusters grow and merge, their density increases, indicating that the liquid becomes more compact. Active particles tend to keep the clusters together more effectively, leading to a tighter structure than what is seen in passive systems.

Conclusion

This study provides a detailed look at how self-propelled particles behave during the vapor-liquid transition in a confined environment. It highlights the differences between active and passive systems and shows that the movement of particles has a significant impact on the clustering and Phase Separation processes.

The findings suggest that while both systems exhibit clustering, the mechanisms of growth and the final states differ greatly due to the activity of the particles. The study opens doors for further investigation into other active matter models, aiming to uncover universal behaviors in phase separation when particles are confined.

The insights gained from this research could lead to practical applications in various fields, from understanding biological systems to developing materials that rely on specific clustering behaviors. The dynamics of active matter continue to be an exciting area of research, with many possibilities for future studies.

Original Source

Title: Kinetics of vapor-liquid transition of active matter system under quasi one-dimensional confinement

Abstract: We study the kinetics of vapor-liquid phase separation in a quasi one-dimensional confined active matter system using molecular dynamics simulations. Activity is invoked via the Vicsek rule, while passive interaction follows the Lennard-Jones potential. With the system density near the vapor branch, the evolution morphology features disconnected liquid clusters. In the passive limit, coarsening begins with nucleation, followed by an evaporation-condensation growth mechanism, leading to a metastable state without complete phase separation. We aim to understand the impact of Vicsek-like self-propulsion on the structure and growth of these clusters. Our key finding is that Vicsek activity results in a distinct growth mechanism, notably rapid cluster growth and the breakdown of the metastable state through ballistic aggregation. Relevant growth laws are analyzed and explained using appropriate theoretical models.

Authors: Parameshwaran A, Bhaskar Sen Gupta

Last Update: 2024-08-02 00:00:00

Language: English

Source URL: https://arxiv.org/abs/2408.01195

Source PDF: https://arxiv.org/pdf/2408.01195

Licence: https://creativecommons.org/licenses/by/4.0/

Changes: This summary was created with assistance from AI and may have inaccuracies. For accurate information, please refer to the original source documents linked here.

Thank you to arxiv for use of its open access interoperability.

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