POINT SCATTERERS TARGET IDENTIFICATION USING FREQUENCY DOMAIN SIGNAL PROCESSING

摘要

The coherent short pulse radar provides high resolution image of the target. A model of this image is composed in the superposition form by complex envelope of signals returned from point-scatterers. In accordance with their positions and reflection coefficients the values of complex envelope are distributed over radar image coordinate plane. Radar image model is based on known radar pulse envelope and pattern of the antenna. The parameters of the target point-scatterers are processed in the frequency domain using one dimensional data extracted from the complex discrete Fourier transformed image. Matrix pencil algorithm is used for the parametrical target identification. This approach is characterized by the ambiguity of the point scatterers positioning in the coordinate plane. Rotation of the image axes is used to provide a disambiguation.