基于FS算法的星载双基地FMCW SAR成像方法

Lipeng Feng, Hui Wang, Shichao Zheng, Qiang Zhao, Zhaoyang Zeng, Xiang Chen
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引用次数: 0

摘要

调频连续波合成孔径雷达(FMCW SAR)是一种新型雷达系统,具有体积小、重量轻、分辨率高、功耗低、抗干扰低等优点。目前,FMCW系统在小型或微型SAR中被广泛采用,FMCW SAR在整个扫描周期(PRT)内传输信号,信号占空比大于80%。忽略雷达平台在发射信号过程中由于不断运动而引起的目标瞬时距离变化,会导致接收到的回波信号失真。为了提高天线隔离性能,增强算法在实际工程中的应用,本文采用空间为10km、发射卫星侧视图的同轨前向双星模式,对双星系统下FMCW SAR回波信号进行了建模,分析了信号特性。本文解释了双星平台的连续运动在距离方向上产生多普勒频移。首先在方位角频域进行频率缩放,然后在二维频域进行剩余视频相位(RVP)补偿。提出了一种适用于双星FMCW SAR成像处理的改进频率标度算法,并通过点目标仿真验证了回波模型和成像算法的正确性和可行性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spaceborne bistatic FMCW SAR imaging method based on FS algorithm
Frequency modulated continuous wave synthetic aperture radar (FMCW SAR) is a new radar system, which has a series of advantages such as small volume, light weight, high resolution, low power consumption and low interception. At present, FMCW system is widely adopted in small or micro SAR. FMCW SAR transmits signals in the whole sweep period (PRT), and the duty cycle of the signal is more than 80%. Ignoring the instantaneous range change of the target caused by the continuous movement of the radar platform in the process of transmitting the signal will lead to the distortion of the received echo signal. In order to improve the antenna isolation and enhance the application of the algorithm in practical engineering, this paper adopts the same orbit forward dual satellite mode with the space of 10km and the side view of the transmitting satellite, and models the echo signal of FMCW SAR under the dual satellite system, The signal characteristics are analyzed. This paper explains that the continuous motion of the dual satellite platform produces a Doppler frequency shift in the range direction. Firstly, frequency scaling is performed in the azimuth frequency domain, and then the residual video phase (RVP) compensation is completed in the two-dimensional frequency domain. An improved frequency scaling (FS) algorithm suitable for dual satellite FMCW SAR imaging processing is given, The correctness and feasibility of echo model and imaging algorithm are verified by point target simulation.
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