2021
DOI: 10.1021/acsami.0c21044
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Converging Microlens Array Using Nematic Liquid Crystals Doped with Chiral Nanoparticles

Abstract: Nematic liquid crystals of achiral molecules or racemic mixtures of chiral ones form flat films when suspended in submillimeter size grids and submerged under water. Recently, it has been shown (Popov et al., 2017) that films of nematic liquid crystals doped with chiral molecules adopt biconvex lens shapes underwater. The curved shape together with degenerate planar anchoring leads to a radial variation of the optical axis along the plane of the film, providing a Pancharatnam–Berry-type phase lens that modifie… Show more

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Cited by 27 publications
(18 citation statements)
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“…The chiral plasmonic nanomaterials could also exhibit larger chiral correlation lengths, long-range interactions between chiral molecules and plasmonic nanomaterials, and enhanced g-factor for chiral molecules in the vicinity of plasmonic nanomaterials [177][178][179] . Interestingly, an array biconvex converging microlens with robust imaging capabilities has been fabricated using liquid crystal-templated chiral plasmonic nanomaterials 180 .…”
Section: Chiral Nanomaterials Based On Thermotropic Liquid Crystal Te...mentioning
confidence: 99%
“…The chiral plasmonic nanomaterials could also exhibit larger chiral correlation lengths, long-range interactions between chiral molecules and plasmonic nanomaterials, and enhanced g-factor for chiral molecules in the vicinity of plasmonic nanomaterials [177][178][179] . Interestingly, an array biconvex converging microlens with robust imaging capabilities has been fabricated using liquid crystal-templated chiral plasmonic nanomaterials 180 .…”
Section: Chiral Nanomaterials Based On Thermotropic Liquid Crystal Te...mentioning
confidence: 99%
“…Note, similar behavior was also observed for biconvex chiral LC lenses formed underwater and found to be a combination of geometric and PB phase lenses. [31,32]…”
Section: Resultsmentioning
confidence: 99%
“…One may estimate the variation of the optical axis from the center to the boundary as β = π/2 for the achiral mixture and as β = 2πΔD/p for the chiral mixtures, [31] where ΔD is the change of the lens thickness between the boundary and center and p is the pitch of the helix (p(2%) = 6 μm, p(4%) = 3 μm and p(6%) = 2 μm). However, more quantitative analysis is pointless, since we do not know either the exact spatial variation of the refractive index, or of the optical axis.…”
Section: Optical Properties Of the Lensesmentioning
confidence: 99%
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“…They further demonstrated switchable chromatic aberration by applying a bias voltage for different purposes. CLC is also a kind of popular soft material in lens fabrications 218 220 . A PB phase lenticular microlens with a polarization-dependent focal length by immersing chiral gold nanoparticles doped CLCs in water was reported by Perera et al 220 , Fig.…”
Section: Applicationsmentioning
confidence: 99%