Abstract

Special phase modulation of SAR echoes resulted from target rotation or vibration, is a phenomenon called the micro-Doppler (m-D) effect. Such an effect offers favorable information for micro-motion (MM) target detection, thereby improving the performance of the synthetic aperture radar (SAR) system. However, when there are MM targets with large differences in reflection coefficient, the weak reflection components will be difficult to be detected. To find a solution to this problem, we propose a novel algorithm. First, we extract and detect the strongest reflection component. By removing the strongest reflection component from the original azimuth echo one by one, we realize the detection of reflection components sequentially, from the strongest to the weakest. Our algorithm applies to detecting MM targets with different reflection coefficients and has high precision of parameter estimation. The results of simulation and field experiments verify the advantages of the algorithm.

Highlights

  • In the detection area, there exist a type of micro-motion (MM) targets like rotating antennas and vibrating vehicle engines, which cause complex nonlinear phase modulation of synthetic aperture radar (SAR) echoes.Such a phenomenon is termed micro-Doppler (m-D) effect [1]

  • In view of MM features of vibration and rotation, MM target azimuth echoes are generally modeled as sinusoidal frequency modulated (SFM) signals [18,19]

  • We propose a novel algorithm to detect MM targets with large dynamic reflection coefficient

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Summary

Introduction

There exist a type of micro-motion (MM) targets like rotating antennas and vibrating vehicle engines, which cause complex nonlinear phase modulation of SAR echoes. Such a phenomenon is termed micro-Doppler (m-D) effect [1]. In view of MM features of vibration and rotation, MM target azimuth echoes are generally modeled as sinusoidal frequency modulated (SFM) signals [18,19]. Military sensitive targets (such as rotating antenna, helicopter rotor) with weak reflection coefficients cannot be detected timely

Rotating-Target Geometry
Signal Model
SAR Azimuth Echo
Masking Phenomenon of Weak MM Targets
Principles
TF Curve Extraction
Algorithm
Algorithm Step Simulations
Center
Detection
Detection result
Computational Load Analysis
SNR Analysis
Section 4.1
The Maximum Number of Targets and Maximum Dynamic Range of the Method
Limitations of the Algorithm
14. Simulation
Conclusions
Full Text
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