2019
DOI: 10.1016/j.ijleo.2018.10.178
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Point spread function generation method of Geo-stationary GNSS based bistatic forward looking SAR

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Cited by 2 publications
(3 citation statements)
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“…Soon after being reflected from the target, the signal is received by the GeoSta-GNSS-BFLSAR ground receiver. After demodulation, the received signal is given by [1]:normals(t,η)=σp[tR(η)/c]·exp{j2πfc[tR(η)]/c} where λ is the carrier wavelength, t and η are the fast time and slow time, respectively. p[·] is the envelope of the received signal.…”
Section: Geosta-gnss-bflsar Signal Model and Analysismentioning
confidence: 99%
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“…Soon after being reflected from the target, the signal is received by the GeoSta-GNSS-BFLSAR ground receiver. After demodulation, the received signal is given by [1]:normals(t,η)=σp[tR(η)/c]·exp{j2πfc[tR(η)]/c} where λ is the carrier wavelength, t and η are the fast time and slow time, respectively. p[·] is the envelope of the received signal.…”
Section: Geosta-gnss-bflsar Signal Model and Analysismentioning
confidence: 99%
“…In this section, the 2-dimensional spectrum of a GeoSta-GNSS-BFLSAR received signal is derived on the basis of the echo signal, i.e., Equation (1), by introducing the Point of Stationary Phase (POSP) method. Applying a Taylor Expansion, the slant range between receiver and target, i.e., Rr(η), could be approximated as [1]:Rr(η)=Rc2+v2η22RcvηsinθRccos[1+v2(ηRcsinθv)22Rc2cosθ2]…”
Section: Geosta-gnss-bflsar Signal Model and Analysismentioning
confidence: 99%
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