1981
DOI: 10.1109/joe.1981.1145480
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Adaptive techniques for radar detection and identification of objects in an ocean environment

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Cited by 16 publications
(6 citation statements)
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“…Aubrey et al [49] investigate both transmit signal and receive filter design in high clutter environments. Blunt and Mokole [50] provide a detailed review of waveform diversity techniques and challenges, including comprehensive references.…”
Section: Motivation For a Cognitive Radar Classification Schemementioning
confidence: 99%
“…Aubrey et al [49] investigate both transmit signal and receive filter design in high clutter environments. Blunt and Mokole [50] provide a detailed review of waveform diversity techniques and challenges, including comprehensive references.…”
Section: Motivation For a Cognitive Radar Classification Schemementioning
confidence: 99%
“…Let and , denote the random target and clutter fields, respectively, such that and are in , where is the Fourier operator of the affine group as defined in (8) and (14). Define a random operator as follows: (36) where .…”
Section: Theorem 51mentioning
confidence: 99%
“…In recent contributions [Gjessing, 1981a, b-I, a somewhat detailed discussion was presented of the properties of the electromagnetic field Es(K, t) scattered from a rough surface. The basic scattering equation can be expressed as Es(K, t),-, (r, t)e -•'r d3r (1) where K = k•-ks and [K I= (4rr/2) sin 0/2; 2 is the microwave wavelength and 0 is the scattering angle.…”
Section: A Summary Of Basic Theorymentioning
confidence: 99%
“…Geometry of the scattering process (correlation properties in the frequency domain) [-seeGjessing, 1981a].where R(r)= <If(z)12). Equation (8) states that the envelope of the complex correlation in the frequency domain of waves scattered back from a surface is given by the autocorrelation function R(r) characterizing the surface.Turning now back to our practical computing problem, we again note that we are dealing with a sea surface which is in motion characterized by a coherent wave, giving a resonance in the Doppler spectrum as a result of the ordered velocity and a broad skirt arising from the wide velocity distribution of the incoherent (turbulent) components.…”
mentioning
confidence: 99%