2021
DOI: 10.1103/physreve.104.014703
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Nematoelasticity of hybrid molecular-colloidal liquid crystals

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Cited by 4 publications
(4 citation statements)
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“…At the same time, elastic constants of the LC‐GNPB composite can also change by ≈10% comparing to a pristine 5CB due to interactions between the individual nanoparticles with the embedding solvent through surface‐anchoring forces and colloidal interactions between nanoparticles themselves. [ 27 ] Overall, our findings reveal that doping of the LC with GNPBs only modestly changes the LC‐GNPB composite's switching characteristics as compared to that of the LC host medium.…”
Section: Resultsmentioning
confidence: 78%
“…At the same time, elastic constants of the LC‐GNPB composite can also change by ≈10% comparing to a pristine 5CB due to interactions between the individual nanoparticles with the embedding solvent through surface‐anchoring forces and colloidal interactions between nanoparticles themselves. [ 27 ] Overall, our findings reveal that doping of the LC with GNPBs only modestly changes the LC‐GNPB composite's switching characteristics as compared to that of the LC host medium.…”
Section: Resultsmentioning
confidence: 78%
“…The electrostatics analogy, however, provides the initial set of considerations for designing interactions and self-assembly of nematic colloids. ,,,, , External stimuli, such as light and electric or magnetic fields, can be used to reconfigure interactions between the nematic colloids, including the very possibility of turning attractive interactions into repulsive interactions and vice versa . The use of electrostatic interactions enabled by the colloidal particle’s surface charging , allows for counterbalancing the anisotropic (including strongly attractive) forces arising due to the orientational elasticity of LCs with the (Coulomb-like) electrostatic repulsive interactions, which helps to eliminate the issue of too strong binding (thousands of k B T ) between nematic colloidal objects that cannot be overcome by the strength of thermal fluctuations. Thus, LC host media provide a versatile platform for controlling both the anisotropy and the strength of the interparticle forces, which is essential for controlling their self-assembly. This approach already helped to realize molecular–colloidal analogs of orthorhombic and monoclinic biaxial nematic fluids, ferromagnetic (chiral) nematic LC colloids, triclinic and other colloidal crystals, and so on.…”
Section: Discussionmentioning
confidence: 99%
“…Boundary conditions at the colloids’ surface determine n ( r )-deformations around the colloidal particles immersed into LC and formation of the corresponding elastic multipoles. ,, Therefore, controlling the boundary conditions especially when colloids already are mixed in the dispersions can affect the self-assembly of colloidal particles resulting in different fluid materials with new symmetry. Examples of boundary conditions that can be obtained for LC molecules using specific alignment agents at different colloidal particles described in this article are summarized in Table . One of the methods of controlling the type of anchoring at the colloids’ surface is using electrostatic charging of their surface (Figure ).…”
Section: Liquid Crystal Colloids Fabrication Methodsmentioning
confidence: 99%
“…Although the discovery of liquid crystals (LCs) dates back more than a century ago, LCs are still studied eagerly in an effort to search for new materials that meet the constantly growing need of applications in biosensors and organic transistors [1,2] and to further our scientific understanding self-organization of soft condensed matter in the presence of external fields such as geometric confinement [3][4][5]. As a benchmark model colloidal particles with a simple non-isotropic shape, such as rods and discs, have been analyzed extensively in theory [6][7][8][9], experiment [10,11] and by computer simulation [12][13][14]. Onsager (1949) [15,16] argued that the key factor in the formation of liquid crystalline structures is the anisotropic shape of the particles for which simple geometrical shapes are usually considered, such as ellipsoids [13,17] cylindrical rods [18], cut spheres [19], or parallelepipeds [20,21].…”
Section: Introductionmentioning
confidence: 99%