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1 article(s) from Rosenblatt, Charles

Nematic topological defects positionally controlled by geometry and external fields

Pavlo Kurioz,
Marko Kralj,
Bryce S. Murray,
Charles Rosenblatt and
Samo Kralj

Beilstein J. Nanotechnol. 2018, 9, 109–118, doi:10.3762/bjnano.9.13

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Figure 1: Geometry of cells used in simulations. (a) In the “Cartesian” cells we enforce at the top “master” ...

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Figure 2: (a) Typical scribed surface topography enforcing the m = 2 topological defect. (b) Schematic repres...

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Figure 3: Plots of β²(x,y) for different imposed total topological charges using BAC: (a) m = 1, (b) m = 2, (...

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Figure 4: 2D Plot of the eigenvectors of [Graphic 25] with the largest positive eigenvalue, corresponding to the 2D biaxi...

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Figure 5: Plots of β²(x,y) of the configuration of TDs with increasing ratio η = R/ξ_b: (a) η = 14, (b) η = 17...

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Figure 6: Changes in the nematic director field with increasing ratio η = R/ξ_b: (a) η = 14, (b) η = 17, (c) η...

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Figure 7: Cross section through a cylindrically symmetric boojum core structure. The biaxial shell exhibiting...

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Figure 8: Radial spatial variation of the director field (thin black lines, ρ ≡ r, ρ₀ ≡ ξ_b; θ₀ = π/2), and de...

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Figure 9: Extension of the fingertip with an increasing external field. Because of the cylindrical symmetry, ...

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Full Research Paper

Published 10 Jan 2018

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