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Updated: Mar 12, 2026

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Published on: October 31, 2019
Persistent quasiplanar nematic texture: Its properties and topological defects.
Pawel Pieranski1, Maria Helena Godinho2, Simon Čopar3
1Laboratoire de Physique des Solides, Université Paris-Sud, Bât. 510, 91405 Orsay, France.
The quasiplanar texture in nematic liquid crystals, now termed the dowser texture, can persist indefinitely. Its director field, the dowser field, exhibits cuneitropism, following thickness gradients and obeying the sine-Gordon equation.
Area of Science:
- Liquid Crystal Physics
- Soft Matter Science
- Materials Science
Background:
- Nematic liquid crystals exhibit unique director field behaviors under confinement.
- The quasiplanar texture, characterized by a director field rotating by π, is known to be metastable.
- The orientation of the director field at mid-layer is sensitive to perturbations.
Purpose of the Study:
- To investigate the stability and behavior of the quasiplanar texture in nematic liquid crystals.
- To introduce and define the "dowser texture" and "dowser field" for a long-lived quasiplanar state.
- To explore the influence of sample thickness gradients on the director field orientation.
Main Methods:
- Experimental observation of liquid crystal textures in confined geometries.
- Theoretical modeling using principles of continuum mechanics and elasticity.
- Analysis of director field behavior under varying thickness conditions.
Main Results:
- The quasiplanar texture, termed the dowser texture, can be infinitely preserved, challenging previous notions of metastability.
- The director field (dowser field) in variable thickness samples aligns with the thickness gradient, a phenomenon termed cuneitropism.
- The dowser field dynamics are described by the sine-Gordon equation, showing solitonic behavior.
Conclusions:
- The dowser texture represents a stable, long-lived state of quasiplanar nematic liquid crystals.
- Cuneitropism demonstrates a novel coupling between director field orientation and sample geometry.
- The sine-Gordon model accurately predicts the behavior of the dowser field, highlighting its solitonic nature.
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