2015
DOI: 10.1364/oe.23.020124
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Metallic planar lens formed by coupled width-variable nanoslits for superfocusing

Abstract: We report a metallic planar lens based on the coupled nanoslits with variable widths for superfocusing. The influence of the interaction between two adjacent nanoslits on the phase delay is systematically investigated using the finite-difference time-domain (FDTD) method. Based on the geometrical optics and the wavefront reconstruction theory, an array of nanoslits perforated in a gold film is optimally designed to achieve the desired phase modulation for light beaming. The simulation result verifies our desig… Show more

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Cited by 16 publications
(17 citation statements)
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“…In order to compare the focusing performance of the non-immersion metallic nanoslit-based plasmonic lens with that of the immersion versions, all the designed lenses have the same focal length of 0.3 μm with the metallic spacing of 30 nm in a 400-nm-thick gold film. The phase delay of a coupled nanoslit filled with the immersion materials depends not only on its own width but also the width of adjacent ones and the metallic spacings between them, similar to the non-immersion situation discussed in [18]. Also, when the influence of the aperiodicity of adjacent nanoslits on the phase delay is small, the phase delay of a nanoslit can be effectively predicted by Re(β)t, where t is the thickness of the metal film and β is the complex propagation constant in the nanoslit which is calculated based on the symmetric-mode dispersion relation in a periodic metallic waveguide array with the following Eq.…”
Section: Design Considerationsmentioning
confidence: 75%
See 3 more Smart Citations
“…In order to compare the focusing performance of the non-immersion metallic nanoslit-based plasmonic lens with that of the immersion versions, all the designed lenses have the same focal length of 0.3 μm with the metallic spacing of 30 nm in a 400-nm-thick gold film. The phase delay of a coupled nanoslit filled with the immersion materials depends not only on its own width but also the width of adjacent ones and the metallic spacings between them, similar to the non-immersion situation discussed in [18]. Also, when the influence of the aperiodicity of adjacent nanoslits on the phase delay is small, the phase delay of a nanoslit can be effectively predicted by Re(β)t, where t is the thickness of the metal film and β is the complex propagation constant in the nanoslit which is calculated based on the symmetric-mode dispersion relation in a periodic metallic waveguide array with the following Eq.…”
Section: Design Considerationsmentioning
confidence: 75%
“…The wider nanoslit is beneficial for improving the optical transmission efficiency and alleviating the practical nanofabrication of the device. Furthermore, as the coupling effect is considered, the gold spacing can also be adopted to modulate the phase delay for a specific nanoslit, as demonstrated in [18]. As for an immersion metallic nanoslit-based plasmonic lens, the desired focusing performance cannot be implemented by directly immersing the non-immersion one into a highindex material due to the resulted poor match of the phase delay introduced by nanoslits.…”
Section: Design Considerationsmentioning
confidence: 99%
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“…Simultaneously, the field at the exit surface of the film is also modulated since the transmission of each nanoslit varies as a function of slit width. Finally, the influence of the interaction between two adjacent nanoslits on the phase delay has been systematically investigated using the finite-difference time-domain method [34].…”
Section: Gradient-index Metalensesmentioning
confidence: 99%