离散哈特利变换的FPGA实现

A. Amira, A. Bouridane
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引用次数: 12

摘要

离散哈特利变换(dht)在许多类型的应用中都非常重要,包括图像和信号处理。本文提出了两种使用收缩结构和分布式算法设计方法计算dht的新体系结构。第一种方法使用改进的Booth-encoder-Wallace树乘法(MBWM)算法实现收缩架构。第二种方法是基于分布式算法ROM和累加器结构。描述了这些算法在Xilinx FPGA板上的实现。与收缩结构方法相比,分布式算法表现出更好的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An FPGA implementation of discrete Hartley transforms
Discrete Hartley transforms (DHTs) are very important in many types of applications including image and signal processing. Two novel architectures for computing DHTs using both systolic architecture and distributed arithmetic design methodologies are presented in this paper. The first approach uses the modified Booth-encoder-Wallace trees multiplication (MBWM) algorithm for a systolic architecture implementation. The second approach is based on distributed arithmetic ROM and accumulator structure. Implementations of the algorithms on a Xilinx FPGA board are described. Distributed arithmetic approach exhibits better performances when compared with the systolic architecture approach.
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