Gravity-induced phase phenomena in plate-rod colloidal mixtures
arXiv:2109.03195 · doi:10.1038/s42005-021-00706-0
Abstract
Gravity can affect colloidal suspensions since for micrometer-sized particles gravitational and thermal energies can be comparable over vertical length scales of a few millimeters. In mixtures, each species possesses a different buoyant mass, which can make experimental results counter-intuitive and difficult to interpret. Here, we revisit from a theoretical perspective iconic sedimentation-diffusion-equilibrium experiments on colloidal plate-rod mixtures by van der Kooij and Lekkerkerker. We reproduce their findings, including the observation of five different mesophases in a single cuvette. Using sedimentation path theory, we incorporate gravity into a microscopic theory for the bulk of a plate-rod mixture. We also show how to disentangle the effects of gravity from sedimentation experiments to obtain the bulk behavior and make predictions that can be experimentally tested. These include changes in the sequence by altering the sample height. We demonstrate that both buoyant mass ratio and sample height form control parameters to study bulk phase behavior.
arXiv commentPublished in Communications Physics
References in corpus (17)
- Observation of empty liquids and equilibrium gels in a colloidal clay
- Dynamic stratification in drying films of colloidal mixtures
- Non-equilibrium sedimentation of colloids on the particle scale
- Nematic phase transitions in mixtures of thin and thick colloidal rods
- Stable smectic phase in suspensions of polydisperse colloidal platelets with identical thickness
- What buoyancy really is. A Generalized Archimedes Principle for sedimentation and ultracentrifugation
- Experimental observation of structural crossover in binary mixtures of colloidal hard spheres
- Enhancement by polydispersity of the biaxial nematic phase in a mixture of hard rods and plates
- Phase equilibria in the polydisperse Zwanzig model of hard rods
- Floating nematic phase in colloidal platelet-sphere mixtures
- Particle-resolved topological defects of smectic colloidal liquid crystals in extreme confinement
- Phase stacking diagram of colloidal mixtures under gravity
- Fabrication of colloidal Laves phases via hard tetramers and hard spheres: bulk phase diagram and sedimentation behaviour
- Defying the Gibbs Phase Rule: Evidence for an Entropy-Driven Quintuple Point in Colloid-Polymer Mixtures
- The role of sample height in the stacking diagram of colloidal mixtures under gravity
- Depletion-driven four-phase coexistences in discotic systems
- Sedimentation stacking diagrams of binary mixtures of thick and thin hard rods
Cited by in corpus (8)
- Power functional theory for many-body dynamics
- Why Noether's Theorem applies to Statistical Mechanics
- Why neural functionals suit statistical mechanics
- Comparative study of force-based classical density functional theory
- Neural force functional for non-equilibrium many-body colloidal systems
- Sedimentation of colloidal plate-sphere mixtures and inference of particle characteristics from stacking sequences
- Sedimentation path theory for mass-polydisperse colloidal systems
- Effect of sample height and particle elongation in the sedimentation of colloidal rods