Improved RD imaging method based on the principle of step-by-step calculation

Zhicheng Wang, Feiming Wei, Yong Huang, Xian Zhang, Zhijun Zhang
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Abstract

RD (Range Doppler) imaging algorithm is a classical SAR imaging algorithm. The algorithm has simple principle and strong universality. It is widely used in multiple flight platforms or multi-mode SAR imaging. The basic idea of the classical RD algorithm is to realize the two-dimensional imaging of SAR through two matched filters: range compression and azimuth compression, combined with range migration correction. In the process of quadratic matched filtering,. there are a lot of basic FFT operations. Especially in the process of azimuth compression,. it is necessary to carry out FFT calculation along the "slow time" axis of the range to multiple resolution units. The processing time of this step is related to the observation range,. range resolution and FFT transform points. In the application of high resolution imaging,. the higher the azimuthal resolution is within the same observation range,. the more times of azimuthal FFT transformation is needed,. and the longer the operation time of the imaging processing system is. Using the principle of step-by-step calculation,. the FFT operation of a complete sequence is divided into multiplication and addition operations of multiple sequences which can be calculated step by step. In order to save the whole operation time of the imaging processing system and improve the efficiency of RD imaging operation,. the simple sequence multiplication and addition operation process is evenly distributed to the imaging data preparation process,. and the preprocessing function of azimuth FFT operation is realized by using the data preparation time.
改进了基于分步计算原理的RD成像方法
距离多普勒成像算法是一种经典的SAR成像算法。该算法原理简单,通用性强。广泛应用于多飞行平台或多模SAR成像。经典RD算法的基本思想是通过距离压缩和方位角压缩两个匹配的滤波器,结合距离偏移校正,实现SAR的二维成像。在二次匹配滤波过程中,。有很多基本的FFT操作。特别是在方位角压缩过程中,。有必要沿着距离的“慢时间”轴对多个分辨率单位进行FFT计算。这一步的处理时间与观测范围有关。范围分辨率和FFT变换点。在高分辨率成像的应用中,。在同一观测范围内,方位角分辨率越高,。方位角FFT变换的次数越多,成像处理系统的运行时间越长。利用分步计算的原理,。完整序列的FFT运算分为多个序列的乘法运算和加法运算,可以逐级计算。为了节省成像处理系统的整个操作时间,提高RD成像操作的效率,简单的序列乘法和加法运算过程均匀分布到成像数据准备过程中。利用数据准备时间实现方位角FFT运算的预处理功能。
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