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Inversion Ring in Chromonic Twisted Hedgehogs: Theory and Experiment

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arxiv 2401.02893 v1 pith:IAJNKFG3 submitted 2024-01-05 cond-mat.soft math-phmath.MP

classification cond-mat.softmath-phmath.MP
keywords inversiontheorycavitydirectordistortionshedgehogsringtwist
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Twisted hedgehogs are defects in spherical cavities with homeotropic anchoring for the nematic director that arise when twist distortions are sufficiently less energetic than splay (and bend) distortions. They bear a characteristic inversion ring, where the director texture changes the sense it spirals about the center of the cavity. This paper applies a quartic twist theory recently proposed to describe the elasticity of chromonics to explain a series of inversion rings observed in aqueous solutions of SSY at two different concentrations. The theory features a phenomenological length a, whose measure is extracted from the data and shown to be fairly independent of the cavity radius, as expected for a material constant.

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