2020
DOI: 10.1109/tgrs.2019.2938442
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Bistatic Coherent Scattering From Rough Soils With Application to GNSS Reflectometry

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Cited by 43 publications
(36 citation statements)
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“…The simulation area A is set large enough to take into account the significant contributions to the received signal. The area mainly contributing to the coherent part of the bistatic scattering coefficient for a plane surface can be approximated by the first Fresnel zone [22], [23], but the area contributing to the incoherent component can expand either to the entire antenna footprint, or to the delay-Doppler discrimination cell, whichever is the smaller. As well known, the space-borne GNSS-R system is a pulse-limited system, which means that the area mainly contributing to the signal reaching the receiver first in time is defined by the intersection of the first iso-range zone and the first Doppler zone.…”
Section: A Savers General Structurementioning
confidence: 99%
“…The simulation area A is set large enough to take into account the significant contributions to the received signal. The area mainly contributing to the coherent part of the bistatic scattering coefficient for a plane surface can be approximated by the first Fresnel zone [22], [23], but the area contributing to the incoherent component can expand either to the entire antenna footprint, or to the delay-Doppler discrimination cell, whichever is the smaller. As well known, the space-borne GNSS-R system is a pulse-limited system, which means that the area mainly contributing to the signal reaching the receiver first in time is defined by the intersection of the first iso-range zone and the first Doppler zone.…”
Section: A Savers General Structurementioning
confidence: 99%
“…This is evident in case of liquid water (very high reflectivity), but also in frozen conditions, when the water bodies are expected to be much smoother than the soil. Assuming a relative permittivity equal to 3, variations of the order of 6-10 dB between the square module of the Fresnel reflection coefficient of mainly frozen flat surfaces can be straightforwardly calculated with respect to the one reduced by the surface roughness, as dictated by the geometric optics approach (see, e.g., [31]). This has been verified by analyzing the TDS-1 reflectivity (evaluated as given by (2)) achieved in February when crossing three different lakes at three different latitudes.…”
Section: Comparison With In-situ Datamentioning
confidence: 99%
“…As concerns the GNSS-R spatial resolution, signals over smooth land surfaces are generally assumed as mainly constituted by coherent reflections along the specular direction. At least for a flat profile, the signal mainly originates from the first Fresnel zone (FFZ) described by the transmitter-receiver configuration [23] (see also [29], [30], [31] for a discussion about these aspects). A contribution of the incoherent and diffuse scattering coming from the whole glistening zone does also exist [23], which is however less relevant for this investigation.…”
Section: Introductionmentioning
confidence: 99%
“…In assessing the observables to be used for inundation detection, two scattering models were considered, both assuming distributed targets (see [19] for a more refined scattering model): one where the signal is absorbed by the surface and retransmitted, and another where the surface is assumed flat and conducting. The first model follows the standard derivation of the radar equation [20], where the received surface-reflected power, P r , is given by…”
Section: Scattering Modelmentioning
confidence: 99%