2018
DOI: 10.1063/1.5030844
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Electrically activated spin-controlled orbital angular momentum multiplexer

Abstract: We present and test the integration of a static orbital angular momentum mode multiplexer with a dynamical geometric-phase optical element enabling on-demand spin-controlled angular momentum multiplexing. A diffractive optics multiplexer fabricated with 3D high-resolution electron beam lithography performs a conformal mapping for the conversion from linear to azimuthal phase gradients. The latter is functionalized by a dynamic spin-orbit add-on that consists of a self-engineered electrically-activated liquid c… Show more

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Cited by 8 publications
(3 citation statements)
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“…The metasurface paradigm 26 inflamed the evolution of SPPs from 3D surface relief structures to their 2D counterparts, the so-called q -plates. Instead of modulating the optical path with a spatially-variant thickness, q -plates implement an artificial material with fixed thickness and spatially-variant form birefringence, by exploiting the inherent anisotropy of liquid crystals 27 30 or structuring matter in the form of 2D nano-resonators 31 , 32 or subwavelength gratings 33 using the well-established techniques of semiconductor manufacturing. The imparted phase is equal to twice the local angle formed by the extraordinary axis, while its sign depends on the handedness of the circular-polarization state in input 34 .…”
Section: Introductionmentioning
confidence: 99%
“…The metasurface paradigm 26 inflamed the evolution of SPPs from 3D surface relief structures to their 2D counterparts, the so-called q -plates. Instead of modulating the optical path with a spatially-variant thickness, q -plates implement an artificial material with fixed thickness and spatially-variant form birefringence, by exploiting the inherent anisotropy of liquid crystals 27 30 or structuring matter in the form of 2D nano-resonators 31 , 32 or subwavelength gratings 33 using the well-established techniques of semiconductor manufacturing. The imparted phase is equal to twice the local angle formed by the extraordinary axis, while its sign depends on the handedness of the circular-polarization state in input 34 .…”
Section: Introductionmentioning
confidence: 99%
“…The imparted phase, having a geometric nature, is equal to twice the local angle formed by the extraordinary axis, with a sign depending on the handedness of the circular polarization in input [20]. That is achieved by structuring the optical element at the subwavelength scale in the form of a spatially-variant half-wave plate, by exploiting the inherent anisotropy of liquid crystals [21,22], or using properly-oriented digital gratings [23] or dielectric resonators [24], the so-called metaunits, to induce an effective form birefringence. Moreover, moving from 3D sculptured surfaces to 2D digital optics, metasurfaces open to the exploitation of semiconductor manufacturing [25], achieving the actual merging between optics and silicon photonics [26].…”
Section: Introductionmentioning
confidence: 99%
“…In the telecom field, the potentially unbounded state space provided by this even-unexploited degree of freedom offers a promising solution to increase the information capacity of optical networks 19 , both for free space 20 and optical fiber 21 propagation. At present, it is urgent to further develop novel devices that can dynamically reconfigure and switch between distinct OAM modes 22,23 to fully exploit the extra degree of freedom provided by the OAM for both classical and quantum communications. The abovementioned conventional methods are useful for implementing only shift operations on the OAM mode, i.e., addition or subtraction.…”
Section: Introductionmentioning
confidence: 99%