1998
DOI: 10.1103/physreve.58.643
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Annihilation of a wedge disclination pair in a hybrid aligned nematic cell

Abstract: We have investigated the dynamics of the process of annihilation of a wedge disclination pair generated in a nematic cell with hybrid alignment, by quenching it from its isotropic phase. The time evolution of the separation between the defect pair can be classified into two stages: the early stage, with a stringlike pattern of schlieren texture immediately after a defect pair is generated; and the late stage, with a round pattern before the defect pair is annihilated. The experimental results show that the sep… Show more

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Cited by 23 publications
(17 citation statements)
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“…The white horizontal bars in (a), (c), and (g) are ϳ500-mm long. nematic cells, Minoura and co-workers [15] found experimentally that disclinations of opposite sign are connected by 2p-walls both when an electric field is applied in the plane of the cell as well as in the absence of a field [16]. In their simulations a surface azimuthal anchoring field was necessary for the observation of 2p-walls in the absence of a field.…”
mentioning
confidence: 99%
“…The white horizontal bars in (a), (c), and (g) are ϳ500-mm long. nematic cells, Minoura and co-workers [15] found experimentally that disclinations of opposite sign are connected by 2p-walls both when an electric field is applied in the plane of the cell as well as in the absence of a field [16]. In their simulations a surface azimuthal anchoring field was necessary for the observation of 2p-walls in the absence of a field.…”
mentioning
confidence: 99%
“…As a consequence, in a confined geometry, the substrate anchoring is expected to strongly influence the interactions between defect lines. A similar anchoring effect has been recently invoked to explain the annihilation dynamic of nematic point defects confined in capillary tubes [5] and in hybrid cells [6,7]. However, the behavior of defect lines in a confined geometry remains totally unexplored.…”
mentioning
confidence: 77%
“…In many condensed matter systems, topological defects propagate in an almost motionless background as flux line dynamics and dislocation motion. In contrast, in liquid crystals, since disclinations move within a liquid, [4][5][6][7] the surrounding elastic field changes and the director reorients itself accordingly. This director rotation is coupled with the velocity field by the so-called backflow effect.…”
Section: Introductionmentioning
confidence: 99%