2021
DOI: 10.1063/5.0039596
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Diffuse field cross-correlation in a programmable-metasurface-stirred reverberation chamber

Abstract: Programmable metasurfaces can endow complex scattering environments with reconfigurability. Here, we make use of these configurational degrees of freedom to retrieve the impulse response between two passive antennas via cross-correlation techniques. An ensemble of stirred chaotic wave fields in a reverberation chamber (RC) can play the role of thermal noise in passive Green's function retrieval. Instead of using a conventional mechanical mode stirrer, we generate the ensemble of RC configurations with random c… Show more

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Cited by 6 publications
(5 citation statements)
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“…Our GFR-model’s ability to retrieve all essential information about unseen Green’s functions is reminiscent of algorithmically very different techniques that cross-correlate two time-domain recordings of a diffuse wave field at different receivers to recover the Green’s function between these receivers 48 , 49 . The noise can be emulated via different realizations of disorder in a chaotic cavity 50 , which has even been realized by randomly configuring a programmable metasurface 51 . These cross-correlation techniques require by construction broadband calibration data and typically only retrieve information about short (i.e., few-bounce) paths.…”
Section: Resultsmentioning
confidence: 99%
“…Our GFR-model’s ability to retrieve all essential information about unseen Green’s functions is reminiscent of algorithmically very different techniques that cross-correlate two time-domain recordings of a diffuse wave field at different receivers to recover the Green’s function between these receivers 48 , 49 . The noise can be emulated via different realizations of disorder in a chaotic cavity 50 , which has even been realized by randomly configuring a programmable metasurface 51 . These cross-correlation techniques require by construction broadband calibration data and typically only retrieve information about short (i.e., few-bounce) paths.…”
Section: Resultsmentioning
confidence: 99%
“…A first experimental demonstration of electromagnetic Green's function retrieval in the microwave range has been performed in anechoic and reverberant cavities by computing the average cross-correlation of noise signals generated by a wideband diffuse thermal radiation, and the ability to detect and locate a scattering object solely using this thermal ambient has been demonstrated [7]. To increase the field intensity, an emitting antenna has then been used as a source; the equipartitioned field has been obtained while performing measurement within a reverberation chamber (RC) inducing field multiple scattering for different cavity configurations thanks to the mode-stirrer rotation [8] or a programmable metasurface [9]. The influence of antenna properties on the cross-correlation result has been highlighted using an antenna and an electrooptical probe as sensors [8].…”
Section: Introductionmentioning
confidence: 99%
“…GFR is nowadays routinely applied to ambient noise measurements in seismology for surface wave tomography and landslide monitoring [13][14][15][16]. The GFR approach also opens the door to passive imaging with sound [17,18], microwaves [19,20] and light [21]. In disordered media, including chaotic cavities, multiple scattering of waves enhances the convergence of the crosscorrelation since the field illuminating the two probes is ideally a superposition of random plane waves with statistically homogeneous coefficients [7,11,22,23].…”
Section: Introductionmentioning
confidence: 99%
“…In disordered media, including chaotic cavities, multiple scattering of waves enhances the convergence of the crosscorrelation since the field illuminating the two probes is ideally a superposition of random plane waves with statistically homogeneous coefficients [7,11,22,23]. Because GFR is a self-averaging technique, a single or a few sources are therefore sufficient to recover the ballistic components of the broadband impulse response between two receivers [3,4,12,20,24].…”
Section: Introductionmentioning
confidence: 99%
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