
Smectics and distorted nematics: analytics, numerics, and experiments
Les Houches, 18-22 May 2026
Organizing comittee :
- Emmanuelle Lacaze (Institut des NanoSciences de Paris, CNRS/Sorbonne University, France)
- Hartmut Löwen (Department of Physics, Heinrich-Heine University Düsseldorf, Germany)
- Lia Bronsard (Dept of Math and Stats, McMaster university, Hamilton, Canada )
- Patrick Farrell (Mathematical Institute, University of Oxford, Oxford, UK and Mathematical Institute, Faculty of Mathematics and Physics, Charles University, Praha, Czech Republic)
- Scott MacLachlan (Department of Mathematics and Statistics, Memorial University of Newfoundland, St. John’s, Canada)
- Randall David Kamien (Department of Physics and Astronomy, University of Pennsylvania, Philadelphia, USA)
- Timothy James Atherton (Department of Physics and Astronomy,Tufts University, Medford, USA)
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Home There has been a recent explosion of interest in exploiting the ability of smectics, as a paradigmatic example of a layered fluid, to repeatedly self-assemble over device length-scales. Applications have been driven by advances in surface control that leverage surface patterning, topographical features such as grooves or posts, confinement in droplets, or adsorption on curved surfaces to produce emergent patterns that are optically active as lenses, gratings, photonic crystals, or lithographic templates. Moreover, defect structures in the texture can be used to efficiently trap dispersed nano-particles making these materials useful for hierarchical or synergistic assembly processes that could potentially be adopted for metamaterial, sensor, or solar cell production. Smectic liquid crystals share the ability of easily forming topological defects with the other liquid crystal phases. The interest in liquid crystals thus stems not only from their significant role in technological applications, but also because they share this property with other more exotic and harder to study materials and phenomena in basic science. A liquid crystal is an ideal testbed to verify experimentally theoretical predictions, since in other fields, e.g., in cosmology or for fractons, experiments may be difficult to conduct. It is thus of interest to foster connections and exchanges between the scientists that work on smectic and nematic singularities. |
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