Design and implementation of FPGA based Digital Pulse Compression via fast convolution using FFT-OS method

Vikram Thakur, A. Verma, P. Jena, G. Prasad
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引用次数: 3

Abstract

Digital Pulse Compression (DPC) is one of the key steps in the signal processing of a radar system. It provides range resolution of the radar system as well as Signal to Noise Ratio (SNR) improvement of the received signal. To get higher SNR improvement by DPC, higher number of phase coded samples in the transmit pulse are required. Traditionally, it is implemented by Finite Impulse Response (FIR) filtering method. This leads to large number of taps (multipliers) of FIR filter, thus limiting the number of samples in the transmit pulse. With the advancement of technology, hardware implementation of higher number of FFT point operation is possible and hence fast convolution is preferred solution for DPC implementation. But, for high unambiguous range radars, large number of samples in the receive window leads to larger numbers of Fast Fourier Transform (FFT) points, thus, consumeing a huge portion of FPGA resources. This paper presents the approach of implementing Digital Pulse Compression via Fast Convolution using FFT - Overlap Save method (FFT-OS). This method will allow us to increase the number of samples in the receive window as well as reduce the length of FFT points to perform fast convolution.
基于FPGA的FFT-OS快速卷积数字脉冲压缩的设计与实现
数字脉冲压缩(DPC)是雷达系统信号处理的关键步骤之一。它提供了雷达系统的距离分辨率以及接收信号的信噪比(SNR)改善。为了提高DPC的信噪比,对发射脉冲的相位编码采样数有更高的要求。传统上采用有限脉冲响应(FIR)滤波方法实现。这导致大量的抽头(乘法器)的FIR滤波器,从而限制了采样在发射脉冲的数量。随着技术的进步,硬件实现更高数量的FFT点运算是可能的,因此快速卷积是DPC实现的首选解决方案。但是,对于高无二义距离雷达,接收窗口中的大量采样导致快速傅里叶变换(FFT)点的数量较多,从而消耗了很大一部分FPGA资源。本文提出了一种利用FFT-重叠保存方法(FFT- os)通过快速卷积实现数字脉冲压缩的方法。这种方法将允许我们增加接收窗口中的样本数量以及减少FFT点的长度以执行快速卷积。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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