2020
DOI: 10.1109/tgrs.2019.2945079
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A Coherent Method for Simulating Active and Passive Radar Sounding of the Jovian Icy Moons

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Cited by 20 publications
(13 citation statements)
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“…To include time-dependence, one should recompute the scattered field for all frequencies involved and recombine them with appropriate weights through a Fourier transform. However, this process can be bypassed in the case of radar sounders due to their narrow bandwidth, in which case the facet response in phase, delay and amplitude is computed at the centre frequency f 0 only (Gerekos et al, 2018(Gerekos et al, , 2019. In this case we consider that each facet reflects a delayed copy of the incoming signal s(t), and the time-dependant Stratton-Chu formula then reads :…”
Section: Stratton-chu Formula With a Time-domain Signalmentioning
confidence: 99%
“…To include time-dependence, one should recompute the scattered field for all frequencies involved and recombine them with appropriate weights through a Fourier transform. However, this process can be bypassed in the case of radar sounders due to their narrow bandwidth, in which case the facet response in phase, delay and amplitude is computed at the centre frequency f 0 only (Gerekos et al, 2018(Gerekos et al, , 2019. In this case we consider that each facet reflects a delayed copy of the incoming signal s(t), and the time-dependant Stratton-Chu formula then reads :…”
Section: Stratton-chu Formula With a Time-domain Signalmentioning
confidence: 99%
“…The timing problem for acquiring the incoming noise has been previously discussed in [48], where the recorded incoming signal is cross-correlated with its backscattered fields. Here, we focus on the backprojection phase for an active and passive radar, as well as for off-nadir passive radar acquisitions.…”
Section: E Sar Focusing With Time-domain Backprojectionmentioning
confidence: 99%
“…Let us consider only one harmonic distortion. In this case, the distorted autocorrelation function is equal to: From (18), the autocorrelation distorted outputR s (t), is equal to the output of an ideal autocorrelation function R s (t) which is then replicated and centered at time instants equal to the harmonic number c n and amplitude scaled for the harmonic coefficient a n . Depending on the values of a n and c n , the nuisance term K(f ) may degrade resolution (small values of c n ) or increase the overall noise floor level (high values of c n ).…”
Section: B Impact Of Waveforms Non Idealities On Subsurface Detection Capabilitiesmentioning
confidence: 99%
“…Thus, recently a passive low frequency (about 1 MHz) instrument has been proposed [17]. Recently, Gerekos et al [18] presented a method for simulating and comparing both passive and active acquisitions of jovian icy moons.…”
Section: Introductionmentioning
confidence: 99%