Spontaneous autophoretic motion of isotropic particles
Sebastien Michelin, Eric Lauga, Denis Bartolo

TL;DR
This paper demonstrates that isotropic colloidal particles can spontaneously self-propel through autophoretic motion due to nonlinear surface interactions, without the need for chemical anisotropy, revealing new mechanisms for active particle motion.
Contribution
It shows that isotropic particles can spontaneously move via autophoretic effects, expanding understanding beyond Janus particles and identifying critical conditions for motion onset.
Findings
Spontaneous motion occurs above a critical particle size or Péclet number.
Flow exhibits hierarchies of instabilities linked to quantized Péclet numbers.
Particles reach a steady swimming state with broken front-back symmetry.
Abstract
Suspended colloidal particles interacting chemically with a solute are able to self-propel by autophoretic motion when they are asymmetrically patterned (Janus colloids). Here we demonstrate that the chemical anisotropy is not a necessary condition to achieve locomotion. The non linear interplay between surface osmotic flows and solute advection can produce spontaneous, and self-sustained motion of isotropic particles. We solve, for a spherical particle, the classical nonlinear autophoretic theoretical framework at arbitrary P\'eclet number. For a given set of material parameters, there exists a critical particle size, or equivalently a critical Peclet number, above which spontaneous autophoretic motion occurs. The flow induced by the particle further displays a hierarchy of instabilities associated with quantized critical Peclet numbers. Using numerical solutions of the full (unsteady)…
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