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. 2017 Jun 20;7(1):3891.
doi: 10.1038/s41598-017-04373-6.

Terahertz circular Airy vortex beams

Affiliations

Terahertz circular Airy vortex beams

Changming Liu et al. Sci Rep. .

Abstract

Vortex beams have received considerable research interests both in optical and millimeter-wave domain since its potential to be utilized in the wireless communications and novel imaging systems. Many well-known optical beams have been demonstrated to carry orbital angular momentum (OAM), such as Laguerre-Gaussian beams and high-order Bessel beams. Recently, the radially symmetric Airy beams that exhibit an abruptly autofocusing feature are also demonstrated to be capable of carrying OAM in the optical domain. However, due to the lack of efficient devices to manipulate terahertz (THz) beams, it could be a challenge to demonstrate the radially symmetric Airy beams in the THz domain. Here we demonstrate the THz circular Airy vortex beams (CAVBs) with a 0.3-THz continuous wave through 3D printing technology. Assisted by the rapidly 3D-printed phase plates, individual OAM states with topological charge l ranging from l = 0 to l = 3 and a multiplexed OAM state are successfully imposed into the radially symmetric Airy beams. We both numerically and experimentally investigate the propagation dynamics of the generated THz CAVBs, and the simulations agree well with the observations.

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Conflict of interest statement

The authors declare that they have no competing interests.

Figures

Figure 1
Figure 1
Schematic diagram of the experimental setup for generating THz CAVBs. Transmitter: A 0.3-THz radiation source coupled with a diagonal horn antenna. Chopper: Optical chopper. HDPE lens: High-density polyethylene lens. Receiver: Schotkky diode coupled with a diagonal horn antenna. Component1 (R1): the first phase plate; Component2 (R2): the second phase plate. (a) The 3D-printed R1 used in the experiment. (b) The 3D-printed R2. (c) The xy normalized intensity profile of the collimated Gaussian beam at the front plane of R1, showing a diameter of 17 mm (measured at FWHM, full width at half maximum).
Figure 2
Figure 2
The height profiles of the diffractive phase plates. The CAD models (top row) and the photos (bottom row) of (a) The first phase plates (R1) and (b) The second phase plate (R2). The parameter α = 8.7266 × 10−4, β = 9.5155. The diameter and the maximum height of these plates are 76.2 mm and 3.53 mm, respectively.
Figure 3
Figure 3
The propagation dynamics of the generated THz CAVBs with individual OAM states ranging from l = 0 to l = 3. The normalized intensity profiles of (a) the experimental results and (b) the simulated results for generating THz CAVBs. The first row: intensity profiles in the xz-plane (y = 0 mm); the second row: intensity profiles in the xy-plane (z = 0 mm); the third row: intensity profiles in the xy-plane (y = 100 mm).
Figure 4
Figure 4
Detailed investigations for generating the THz CAVBs with individual OAM states ranging from l = 0 to l = 3. (a) The 1D normalized intensity curves locates at z = 0 mm, y = 0 mm. (b) The 1D normalized intensity curves locates at z = 100 mm, y = 0 mm. (c) The maximum intensity distribution of THz CAVBs with l ranging from l = 0 to l = 3 along the propagation direction (z-axis). (d) The ring diameter of the THz CAVBs with l ranging from l = 1 to l = 3 along z-axis. (e) The interference patterns of the THz CAVBs and a tilted Gaussian beam. Exp: Experiment, Sim: Simulation.
Figure 5
Figure 5
The propagation dynamics and the multiplexing of the multiplexed THz CAVB with l = 1&3. (a)–(e) The xy normalized intensity profiles of the multiplexed THz CAVB at the position of z = 0 mm, z = 50 mm, z = 100 mm, z = 150 mm and z = 200 mm. (f) The measured intensity profile of the multiplexed THz CAVB with l = 1&3. (g)–(j) The measured intensity profiles of the THz CAVBs with individual OAM mode ranging from l = 0 to l = 3.

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