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Updated: Aug 30, 2025

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Published on: May 5, 2022
Chemically active filaments: analysis and extensions of slender phoretic theory
Panayiota Katsamba1,2, Matthew D Butler2, Lyndon Koens3,4
1Computation-based Science and Technology Research Center (CaSToRC), The Cyprus Institute, 20 Constantinou Kavafi Street, 2121 Nicosia, Cyprus. panayiotakatsamba@gmail.com.
Chemically-active filaments are a new type of microswimmer. New analytical solutions from Slender Phoretic Theory (SPT) enable detailed study of their motion and surface chemistry.
Area of Science:
- Physics, Applied Mathematics
- Soft Matter Physics
- Microfluidics
Background:
- Autophoretic microswimmers utilize surface interactions with solute fuel for self-propulsion.
- Chemically-active filaments represent an advanced microswimmer design, offering enhanced functionality due to their geometry.
- Traditional models often focus on simpler shapes like spherical Janus particles.
Purpose of the Study:
- To develop and present new analytical solutions for the dynamics of chemically-active filaments using Slender Phoretic Theory (SPT).
- To extend SPT to handle arbitrary filament shapes, chemical patterning, and surface chemistry discontinuities.
- To provide a versatile framework for analyzing microswimmer behavior and benchmarking numerical simulations.
Main Methods:
- Application of Slender Phoretic Theory (SPT) to analyze solute concentration fields and slip velocity on filament surfaces.
- Derivation of a general series solution for arbitrary filament geometries and surface chemistries.
- Development of a universal solution for straight-centerline filaments and explicit solutions for canonical shapes.
- Extension of SPT to incorporate discrete jumps in surface chemistry via boundary layer analysis.
Main Results:
- A library of new, non-trivial analytical solutions for slender autophoretic microswimmers.
- Demonstration of how surface chemistry discontinuities are regularized within the SPT framework.
- Provision of solutions for filaments with arbitrary shapes and chemical patterns.
- Universal solution for straight filaments and specific solutions for benchmarkable shapes.
Conclusions:
- The generalized SPT framework provides powerful analytical tools for studying complex microswimmer dynamics.
- The developed solutions facilitate research into the relationship between microswimmer shape, surface activity, and propulsion.
- This work offers a valuable resource for both theoretical analysis and numerical code validation in microswimmer research.
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