2015
DOI: 10.1063/1.4921081
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Computational imaging using a mode-mixing cavity at microwave frequencies

Abstract: International audienceWe present a 3D computational imaging system based on a mode-mixing cavity at microwavefrequencies. The core component of this system is an electrically large rectangular cavity with onecorner re-shaped to catalyze mode mixing, often called a Sinai Billiard. The front side of the cavityis perforated with a grid of periodic apertures that sample the cavity modes and project them intothe imaging scene. The radiated fields are scattered by the scene and are measured by low gainprobe antennas… Show more

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Cited by 155 publications
(125 citation statements)
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“…To this end, a metallic leaky cavity of 28.5 × 28.5 × 15.2 cm 3 was created ( Fig. 10), inspired by a computational imaging prototype introduced in [22]. The front plate is perforated by a 15 × 15 cm 2 square array of circular holes randomly set on a 0.6 cm uniform grid.…”
Section: Pratical Implementation and Experimental Resultsmentioning
confidence: 99%
“…To this end, a metallic leaky cavity of 28.5 × 28.5 × 15.2 cm 3 was created ( Fig. 10), inspired by a computational imaging prototype introduced in [22]. The front plate is perforated by a 15 × 15 cm 2 square array of circular holes randomly set on a 0.6 cm uniform grid.…”
Section: Pratical Implementation and Experimental Resultsmentioning
confidence: 99%
“…Highly dispersive customized apertures, e.g. complex metamaterials [47], [49], [50] or leaky reverberant cavities [46], [48], form virtual transceiver arrays. These expand excitations at sufficiently different frequencies into distinct spatial codes, i.e.…”
Section: A Related Workmentioning
confidence: 99%
“…Hence, to obtain a metamaterial aperture that generates the frequency-agile far-field patterns that are as orthogonal as possible, elements distributed on the aperture must have a strong resonance with a high Q-value. Other approaches to frequency-diverse imaging have also been pursued, including multiply scattering structures, such as mode-mixing cavities and dynamic metamaterial apertures [8][9][10]. Fractal models have been used to design fractal antennas with very special properties: about one-tenth of a wavelength and a pre-fractal geometrical configuration [11] could be used in metamaterial miniaturized technology, which is needed for coherent imaging.…”
Section: Introductionmentioning
confidence: 99%