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Shape- and orientation-dependent diffusiophoresis of colloidal ellipsoids
Viet Sang Doan1, Dong-Ook Kim2, Craig Snoeyink1
1Department of Mechanical and Aerospace Engineering, University at Buffalo, The State University of New York, Buffalo, New York 14260, USA.
Physical Review. E
|June 17, 2023
Summary
Diffusiophoresis of ellipsoidal particles depends on shape and orientation, challenging the assumption of shape independence. This study reveals how particle geometry influences movement in ionic solute gradients.
Area of Science:
- Colloid and Interface Science
- Soft Matter Physics
- Transport Phenomena
Background:
- Diffusiophoresis, the movement of particles in solute gradients, is typically assumed to be shape-independent.
- Existing theories often rely on the thin Debye layer approximation, limiting their applicability to complex particle geometries.
Purpose of the Study:
- To investigate the influence of particle shape and orientation on diffusiophoresis.
- To challenge the conventional understanding of shape independence in diffusiophoretic transport.
- To develop a theoretical framework that accounts for particle geometry in diffusiophoresis.
Main Methods:
- Experimental tracking of the translation and rotation of various ellipsoidal particles.
- Analysis of particle movement under imposed ionic solute gradients.
- Modification of existing theoretical models for spherical particles to incorporate ellipsoidal geometry.
Main Results:
- Demonstrated that diffusiophoresis is not shape-independent, particularly when the thin Debye layer approximation is relaxed.
- Showcased the sensitivity of phoretic mobility to particle eccentricity and orientation relative to the solute gradient.
- Observed nonmonotonic diffusiophoretic behavior under conditions of strong confinement.
- Validated a modified theoretical approach capable of capturing shape- and orientation-dependent diffusiophoresis.
Conclusions:
- The shape and orientation of colloidal ellipsoids significantly impact their diffusiophoretic mobility.
- Relaxing the thin Debye layer approximation is crucial for understanding shape-dependent diffusiophoresis.
- Modified theories can effectively predict the diffusiophoretic behavior of ellipsoidal particles, extending beyond spherical models.
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