TY - JOUR
T1 - Tactoids of plate-like particles: size, shape, and director field
AU - Verhoeff, A.A.
AU - Bakelaar, I.A.
AU - Otten, R.H.J.
AU - van der Schoot, P. P. A. M.
AU - Lekkerkerker, H.N.W.
PY - 2011
Y1 - 2011
N2 - We studied, by means of polarized light microscopy, the shape and director field of nematic tactoids as a function of
their size in dispersions of colloidal gibbsite platelets in polar and apolar solvents. Because of the homeotropic anchoring
of the platelets to the interface, we found large tactoids to be spherical with a radial director field, whereas small tactoids
turn out to have an oblate shape and a homogeneous director field, in accordance with theoretical predictions. The
transition from a radial to a homogeneous director field seems to proceed via two different routes depending in our case
on the solvent. In one route, the what presumably is a hedgehog point defect in the center of the tactoid transforms into a
ring defect with a radius that presumably goes to infinity with decreasing drop size. In the other route, the hedgehog
defect is displaced from the center to the edge of the tactoid, where it becomes virtual again going to infinity with
decreasing drop size. Furthermore, quantitative analysis of the tactoid properties provides us with useful information on
the ratio of the splay elastic constant and the anchoring strength and the ratio of the anchoring strength and the surface
tension.
AB - We studied, by means of polarized light microscopy, the shape and director field of nematic tactoids as a function of
their size in dispersions of colloidal gibbsite platelets in polar and apolar solvents. Because of the homeotropic anchoring
of the platelets to the interface, we found large tactoids to be spherical with a radial director field, whereas small tactoids
turn out to have an oblate shape and a homogeneous director field, in accordance with theoretical predictions. The
transition from a radial to a homogeneous director field seems to proceed via two different routes depending in our case
on the solvent. In one route, the what presumably is a hedgehog point defect in the center of the tactoid transforms into a
ring defect with a radius that presumably goes to infinity with decreasing drop size. In the other route, the hedgehog
defect is displaced from the center to the edge of the tactoid, where it becomes virtual again going to infinity with
decreasing drop size. Furthermore, quantitative analysis of the tactoid properties provides us with useful information on
the ratio of the splay elastic constant and the anchoring strength and the ratio of the anchoring strength and the surface
tension.
U2 - 10.1021/la104128m
DO - 10.1021/la104128m
M3 - Article
SN - 0743-7463
VL - 27
SP - 116
EP - 125
JO - Langmuir
JF - Langmuir
IS - 1
ER -