2020
DOI: 10.1364/ol.394270
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Light beams with volume superoscillations

Abstract: Using a superposition of shifted Bessel beams with different longitudinal wave vectors and orbital angular momenta, we realize an optical beam having simultaneous axial, angular, and radial focusing narrower than the Fourier limit. Our findings can be useful for optical particle manipulation and high-resolution microscopy.

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Cited by 8 publications
(4 citation statements)
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“…Such focusing is useful for applications such as microscopy [1,2,3] and optical tweezers [4,5]. Recently deep 3D subwavelength focusing was achieved with making use of superoscillating superposition of Bessel beams [6]. In the present work we will demonstrate the possibility to create a subwavelength hot spot using spatial Fano resonances excited in dielectric sphere by axially symmetric Bessel beam [7].…”
Section: Introductionmentioning
confidence: 85%
“…Such focusing is useful for applications such as microscopy [1,2,3] and optical tweezers [4,5]. Recently deep 3D subwavelength focusing was achieved with making use of superoscillating superposition of Bessel beams [6]. In the present work we will demonstrate the possibility to create a subwavelength hot spot using spatial Fano resonances excited in dielectric sphere by axially symmetric Bessel beam [7].…”
Section: Introductionmentioning
confidence: 85%
“…In the RSP protocols consisting of relay nodes, it should be noted that the photonic qubits are an excellent substrate for achieving long-distance communication compared with light beams [59][60][61][62], trapped atoms [63][64],…”
Section: Introductionmentioning
confidence: 99%
“…Later on, Berry and Popescu further developed the theory of superoscillations and proposed to use this phenomenon in optics to achieve super‐resolution without using evanescent waves. [ 20 ] Following their proposal, there has been a plethora of theoretical and experimental works that use superoscillations in optics to achieve spatial sub‐Fourier focusing, [ 21,22 ] high resolution microscopy, [ 23 ] narrow‐band frequency conversion, [ 24 ] optical and electron beam shaping, [ 25,26 ] nano‐focusing, [ 27 ] and particle trapping, [ 28 ] as well as the observation of plasmonic‐like phenomenon in free space. [ 29 ] The complementary phenomenon for superoscillations, termed suboscillations, where a lower bound limited signal locally oscillates slower than its slowest Fourier component was discovered recently and has found various applications in optics.…”
Section: Introductionmentioning
confidence: 99%