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This study investigates nematic liquid crystal equilibria in eccentric cylinders. A complex 3D configuration can be more stable than a planar one, especially when the outer boundary approaches a plane.

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Area of Science:

  • Materials Science
  • Condensed Matter Physics
  • Fluid Dynamics

Background:

  • Nematic liquid crystals exhibit complex behavior when confined.
  • Understanding confined liquid crystal equilibria is crucial for device applications.

Purpose of the Study:

  • To investigate the equilibrium configurations of nematic liquid crystals confined between two eccentric cylinders.
  • To determine the stability of planar versus three-dimensional configurations.
  • To compute the mechanical forces exerted by the liquid crystal on the bounding cylinders.

Main Methods:

  • A purely director approach was employed to model the liquid crystal.
  • Equilibrium configurations were analyzed, comparing planar and non-planar solutions.
  • A stability diagram was constructed based on cylinder radii ratio and axis distance.

Main Results:

  • A three-dimensional equilibrium configuration competes with and can be more stable than a planar one.
  • The non-planar minimizer exhibits a more complex structure than previously described.
  • The planar configuration is not the absolute minimizer when the outer cylinder becomes a plane wall.
  • Mechanical actions transmitted by the liquid crystal were computed and compared.

Conclusions:

  • The geometry of confinement significantly influences nematic liquid crystal equilibrium states.
  • The director approach reveals complexities in non-planar configurations.
  • Results provide insights into the mechanical interactions at the boundaries.