2005
DOI: 10.1109/map.2005.1487792
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ICARA: induced-current analysis of reflector antennas

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Cited by 43 publications
(18 citation statements)
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“…The unknown vector r contains in its n − th row the quatity c n · T nwhere T n is the physical temperature at n − th pixel; and c n is a constant depending on the wavelength, Boltzmann constant, area of the pixel in the imaging domain, wave impedance in free space, and distance between the CRA and the Earth. The sensing matrix and the measured data is performed using [8]. …”
Section: Sensing Matrix For Cross-correlation Interferometry Imamentioning
confidence: 99%
“…The unknown vector r contains in its n − th row the quatity c n · T nwhere T n is the physical temperature at n − th pixel; and c n is a constant depending on the wavelength, Boltzmann constant, area of the pixel in the imaging domain, wave impedance in free space, and distance between the CRA and the Earth. The sensing matrix and the measured data is performed using [8]. …”
Section: Sensing Matrix For Cross-correlation Interferometry Imamentioning
confidence: 99%
“…For arbitrary distributions and geometries, an analytical solution can not be reached. As a consequence, two assumptions are imposed (Arias et al 2000;Lorenzo et al, 2005):  The incident wave is a plane wave. …”
Section: Te and Tm Reflection Coefficientsmentioning
confidence: 99%
“…Therefore, the evaluation of the electromagnetic levels for RCS or other applications can consider not only the target itself but also its surroundings. Another field of application is the design of reflector antennas (Boag & Letrou, 2003;Lorenzo et al, 2005) with or without dielectric radomes because of their electric size. They are usually fed by an array of antennas whose radiation pattern is determined to compute the equivalent current densities and to calculate the fields at distances much larger than the wavelength afterwards.…”
Section: Application Examplesmentioning
confidence: 99%
“…In order to achieve this analytical solution, the surfaces are discretized into flat triangular facets. Besides, a constant amplitude and linear phase distribution depending on the direction of propagation is assumed on each triangle [6]. This current distribution allows bigger facets when tessellating the scenario than the classical constant phase model.…”
Section: Modified Equivalent Current Approximationmentioning
confidence: 99%