Abstract:Self-assembling complex
fluids are often modeled as particles with
effective competing isotropic interactions, combining a short-range
attraction (SA) followed by a longer-range repulsion (LR). For moderately
low temperatures and densities, SALR particles form clusters in equilibrium,
at least provided that the potential parameters are appropriate. Here
we inquire into the possibility that cluster formation in SALR fluids
might be pushed by a foreign species even under thermodynamic conditions
that would not a… Show more
“…This outcome indicates that it is a sufficiently extended range of 1-2 attraction, rather than its depth, that favours macrophase separation over clustering. Indeed, in our previous study, 52 where the range of attraction is kept fixed at n = 1, we have never found evidence of a macrophase separation. In that study we argued that increasing the well depth is a way to enhance the stability of clusters (thus causing them to appear at higher temperatures), without interfering much with the repulsive barrier at larger distances.…”
Section: Equimolar Mixturementioning
confidence: 65%
“…55) encompassing all particles. The need for a double check emerges from previous studies of SALR particles 37 and their mixtures, 49,50,52 where giant clusters have occasionally been observed at equilibrium. For n r 3 equilibrium is typically attained after 5 Â 10 5 MC cycles; for n = 4, as many as 2 Â 10 7 MC cycles are required to equilibrate the system.…”
Section: Model and Methodsmentioning
confidence: 99%
“…For the same values of T and r, also the HSTY-HS mixture is homogeneous when e 12 = 0.25e 11 and n = 1 in eqn (4). 52 Upon increasing the range of the SW attraction, we may reasonably expect that the mixture will finally undergo a liquid-vapour separation; indeed, when the balance between repulsion and attraction is progressively shifted toward the latter, the formation of macroscopic droplets will eventually become preferred with respect to clustering. We start by considering the equimolar case, w = 0.5.…”
Section: Equimolar Mixturementioning
confidence: 99%
“…For instance, this model can reproduce the behaviour of soft-matter systems with a non negligible solute–solvent interaction, typically due to screened–Coulomb interactions, as occurring in solutions of biomolecules. In a previous work 52 we have shown that, upon setting a proper attraction strength between HSTY and HS particles, it is possible to induce clustering under thermodynamic conditions for which the pure HSTY fluid would be homogeneous. A similar conclusion was reached in ref.…”
Section: Introductionmentioning
confidence: 99%
“…In particular, upon tuning the size of monomers making up the dimer and using monomer-specific interactions with the second species, it is possible to obtain a large variety of selfassembling structures, including vesicles 46 and coating shells (capsules). 47,48 A second possibility would be to consider a mixture of monatomic species with various types of SALR potentials: [49][50][51][52] leveraging on the interactions, one can produce microphases exhibiting many different kinds of stable aggregates.…”
We investigate by Monte Carlo simulations a mixture of particles with competing interactions (hard-sphere two-Yukawa, HSTY) and hard spheres (HS), with same diameters σ and a square-well (SW) cross attraction....
“…This outcome indicates that it is a sufficiently extended range of 1-2 attraction, rather than its depth, that favours macrophase separation over clustering. Indeed, in our previous study, 52 where the range of attraction is kept fixed at n = 1, we have never found evidence of a macrophase separation. In that study we argued that increasing the well depth is a way to enhance the stability of clusters (thus causing them to appear at higher temperatures), without interfering much with the repulsive barrier at larger distances.…”
Section: Equimolar Mixturementioning
confidence: 65%
“…55) encompassing all particles. The need for a double check emerges from previous studies of SALR particles 37 and their mixtures, 49,50,52 where giant clusters have occasionally been observed at equilibrium. For n r 3 equilibrium is typically attained after 5 Â 10 5 MC cycles; for n = 4, as many as 2 Â 10 7 MC cycles are required to equilibrate the system.…”
Section: Model and Methodsmentioning
confidence: 99%
“…For the same values of T and r, also the HSTY-HS mixture is homogeneous when e 12 = 0.25e 11 and n = 1 in eqn (4). 52 Upon increasing the range of the SW attraction, we may reasonably expect that the mixture will finally undergo a liquid-vapour separation; indeed, when the balance between repulsion and attraction is progressively shifted toward the latter, the formation of macroscopic droplets will eventually become preferred with respect to clustering. We start by considering the equimolar case, w = 0.5.…”
Section: Equimolar Mixturementioning
confidence: 99%
“…For instance, this model can reproduce the behaviour of soft-matter systems with a non negligible solute–solvent interaction, typically due to screened–Coulomb interactions, as occurring in solutions of biomolecules. In a previous work 52 we have shown that, upon setting a proper attraction strength between HSTY and HS particles, it is possible to induce clustering under thermodynamic conditions for which the pure HSTY fluid would be homogeneous. A similar conclusion was reached in ref.…”
Section: Introductionmentioning
confidence: 99%
“…In particular, upon tuning the size of monomers making up the dimer and using monomer-specific interactions with the second species, it is possible to obtain a large variety of selfassembling structures, including vesicles 46 and coating shells (capsules). 47,48 A second possibility would be to consider a mixture of monatomic species with various types of SALR potentials: [49][50][51][52] leveraging on the interactions, one can produce microphases exhibiting many different kinds of stable aggregates.…”
We investigate by Monte Carlo simulations a mixture of particles with competing interactions (hard-sphere two-Yukawa, HSTY) and hard spheres (HS), with same diameters σ and a square-well (SW) cross attraction....
Monte Carlo simulation is used to study secondary nucleation, fissioning, or ‘reproduction’, of giant clusters in a symmetric binary model fluid with competing short-range (SA) and long-range (LR) interactions. Previous...
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