Abstract

Focusing on the inverse synthetic aperture radar (ISAR) imaging of targets with complex motion, this paper proposes a modified version of the Fourier transform, called non-uniform rotation transform, to achieve cross-range compression. After translational motion compensation, the target’s complex motion is converted into non-uniform rotation. We define two variables—relative angular acceleration (RAA) and relative angular jerk (RAJ)—to describe the rotational nonuniformity. With the estimated RAA and RAJ, rotational nonuniformity compensation is carried out in the non-uniform rotation transform matrix, after which, a focused ISAR image can be obtained. Moreover, considering the possible deviation of RAA and RAJ, we design an optimization scheme to obtain the optimal RAA and RAJ according to the optimal quality of the ISAR image. Consequently, the ISAR imaging of targets with complex motion is converted into a parameter optimization problem in which a stable and clear ISAR image is guaranteed. Compared to precedent imaging methods, the new method achieves better imaging results with a reasonable computational cost. Experimental results verify the effectiveness and advantages of the proposed algorithm.

Highlights

  • Inverse synthetic aperture radar (ISAR) imaging is a key approach for the observation, surveillance, and recognition of space, aerial, and marine targets, with advantages of long working distance, high resolution, and all-day working capability [1,2,3,4]

  • The ISAR image is well focused and it is used as reference for the following experiments

  • A new imaging approach based on an optimized non-uniform rotation transform is proposed for ISAR imaging of targets with complex motion

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Summary

Introduction

Inverse synthetic aperture radar (ISAR) imaging is a key approach for the observation, surveillance, and recognition of space, aerial, and marine targets, with advantages of long working distance, high resolution, and all-day working capability [1,2,3,4]. It is believed that the complex motion of the target results in quadratic and even cubic phase terms in cross-range signals; the conventional range-Doppler algorithm fails To solve this problem, several approaches have been proposed, including slow time interpolation [5], joint time-frequency representation [5,6,7,8,9,10], parameter estimation of signal models [11,12,13,14,15], and super resolution methods [16,17,18,19,20,21].

ISAR Imaging Model for Targets with Rigid Body
Properties of the PPS and Rotational Nonuniformity Estimation
New ISAR Imaging Approach based on Optimized Non-Uniform Rotation Transform
Experimental Results
10 GHz 50 μs 200 Hz
ISAR Imaging of Target with Curve Flight Path
ISAR Imaging of Boeing 727 with Complex Motion
Conclusions
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