OFDM收发器中8位SSA乘法器的FPGA实现

M. Sagar, G. Hegde
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引用次数: 0

摘要

在最近的数字信号处理应用技术中,我们有许多调制和解调技术。在这一领域中,多路复用技术具有重要的意义,因为它具有传输和接收部分以及安全的通信系统。因此,正交频分复用技术(OFDM)优于其他复用技术,它具有多载波和非常鲁棒的频率选择性失真信道。OFDM将有串并转换器、调制器、IFFT、FFT、解调器等多个模块。建议的工作将集中于OFDM中的算术运算,使用大整数值(如加法和乘法)进行再修改技术。采用Schönhage-Strassen算法(SSA)设计了基于大整数的算术运算技术。因此,本文提出的方法将重点研究基于SSA算法的基于数论变换(NTT)和数论逆变换(INTT)方法的算术运算。提出的OFDM方法将FFT-IFFT替换为NTT-INTT方法,该应用在Verilog HDL中开发,在Xilinx vivado 15.4中合成。与传统设计相比,在面积和时延方面取得了更好的效果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
FPGA Implementation of 8-bit SSA Multiplier for designing OFDM Transceiver
In recent technology of digital signal processing applications, we have number of modulation and demodulation techniques. In this domain multiplexing technique is having greatest importance as it has a transmission and reception part with secure systems for communication. Thus orthogonal frequency division multiplexing (OFDM) is superior to other multiplexing techniques, which has multiple carriers with very much robust frequency selective distorted channels. OFDM will have a number of modules such as serial to parallel converter, modulator, IFFT, FFT, demodulator and so on. The Proposed work will concentrate on arithmetic operations in OFDM with re-modified technique using large integer values such as addition, and multiplications. This large integer based arithmetic operation technique were designed using Schönhage-Strassen algorithm (SSA). Thus the proposed method will focus on this SSA algorithm based arithmetic operations with Number Theoretic Transform (NTT) and Inverse Number Theoretic transform (INTT) method. Proposed method of OFDM will replace FFT-IFFT to NTT-INTT method and this application is developed in Verilog HDL and synthesized in Xilinx vivado 15.4. It proved better results in terms of area and delay when compared with conventional design.
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