A systematic analysis of defect textures in faceted nanoparticles with polygonal configurations embedded in a nematic matrix is performed using the Landau de Gennes model, homeotropic strong anchoring in a square domain with uniform alignment in the outer boundaries. Defect and textures are analyzed as functions of temperature T, polygon size R, and polygon number N. For nematic nanocomposites, the texture satisfies a defect charge balance equation between bulk and surface (particle corner) charges. Upon decreasing the temperature, the central bulk defects split and together with other -1/2 bulk defects are absorbed by the nanoparticle’s corners. Increasing the lattice size decreases confinement and eliminates bulk defects. Increasing the ...
We develop a continuum theory for the statistical mechanics of thermally activated point defects in ...
We develop a continuum theory for the statistical mechanics of thermally activated point defects in ...
Combining molecular dynamics and Monte Carlo simulation, we study defect structures around an elonga...
Hypothesis: Colloidal particles in nematic liquid crystals (LCs) are of high interest for self-assem...
A thin film of liquid crystal confined on a spherical surface displays topological defects, as demon...
We study the influence of nanoparticles (NPs) on liquid crystal (LC) ordering. As regards the struct...
Nematic liquid crystalline structures within square wells are studied numerically using both Lebwohl...
Nematic liquid crystalline structures within square wells are studied numerically using both Lebwohl...
We present a systematic lattice Monte Carlo simulation study of nematic ordering in thin nematic she...
cylindrical symmetry of the core is broken and two defects of strength +1/2 may be resolved. We use ...
Liquid crystals are renowned for being the basis of the modern display industry, owing to their uniq...
Liquid crystals are renowned for being the basis of the modern display industry, owing to their uniq...
<p>We investigate the defect structures forming around two nanoparticles in a Gay–Berne nematic liqu...
Defects in liquid crystals are of great practical importance and theoretical interest. Despite treme...
This article may be downloaded for personal use only. Any other use requires prior permission of the...
We develop a continuum theory for the statistical mechanics of thermally activated point defects in ...
We develop a continuum theory for the statistical mechanics of thermally activated point defects in ...
Combining molecular dynamics and Monte Carlo simulation, we study defect structures around an elonga...
Hypothesis: Colloidal particles in nematic liquid crystals (LCs) are of high interest for self-assem...
A thin film of liquid crystal confined on a spherical surface displays topological defects, as demon...
We study the influence of nanoparticles (NPs) on liquid crystal (LC) ordering. As regards the struct...
Nematic liquid crystalline structures within square wells are studied numerically using both Lebwohl...
Nematic liquid crystalline structures within square wells are studied numerically using both Lebwohl...
We present a systematic lattice Monte Carlo simulation study of nematic ordering in thin nematic she...
cylindrical symmetry of the core is broken and two defects of strength +1/2 may be resolved. We use ...
Liquid crystals are renowned for being the basis of the modern display industry, owing to their uniq...
Liquid crystals are renowned for being the basis of the modern display industry, owing to their uniq...
<p>We investigate the defect structures forming around two nanoparticles in a Gay–Berne nematic liqu...
Defects in liquid crystals are of great practical importance and theoretical interest. Despite treme...
This article may be downloaded for personal use only. Any other use requires prior permission of the...
We develop a continuum theory for the statistical mechanics of thermally activated point defects in ...
We develop a continuum theory for the statistical mechanics of thermally activated point defects in ...
Combining molecular dynamics and Monte Carlo simulation, we study defect structures around an elonga...