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HIGH RESOLUTION PARAMETRIC MODELLING FOR TWO-DIMENSIONAL RADAR TARGET USING PRONY ALGORITHM
作者姓名:Wang  Jun
作者单位:Institute of Electronic Engineering,Chinese Academy of Engineering and Physics,Mianyang 621900
摘    要:On the conditions of low-resolution radar, a parametric model for two-dimensional radar target is described here according to the theory of electromagnetic scattering and the geometrical theory of diffraction. A high resolution estimation algorithm to extract the model parameters is also developed by building the relation of the scattering model and Prony model. The analysis of Cramer-Rao bound and simulation show that the method here has better statistical performance. The simulated analysis also indicates that the accurate extraction of the diffraction coefficient of scattering center is restricted by signal to noise ratio, radar center frequency and radar bandwidth.


High resolution parametric modelling for two-dimensional radar target using prony algorithm
Wang Jun.HIGH RESOLUTION PARAMETRIC MODELLING FOR TWO-DIMENSIONAL RADAR TARGET USING PRONY ALGORITHM[J].Journal of Electronics,2000,17(1):38-45.
Authors:Jun Wang
Affiliation:(1) Institute of Electronic Engineering, Chinese Academy of Engineering and Physics, 621900 Mianyang
Abstract:On the conditions of low-resolution radar, a parametric model for two-dimensional radar target is described here according to the theory of electromagnetic scattering and the geometrical theory of diffraction. A high resolution estimation algorithm to extract the model parameters is also developed by building the relation of the scattering model and Prony model. The analysis of Cramer-Rao bound and simulation show that the method here has better statistical performance. The simulated analysis also indicates that the accurate extraction of the diffraction coefficient of scattering center is restricted by signal to noise ratio, radar center frequency and radar bandwidth.
Keywords:Two-dimensional radar  Scattering center attributes  Parametric modelling  Prony algorithm  Resolution
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