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A Pipelined FFT Processor Using an Optimal Hybrid Rotation Scheme for Complex Multiplication: Design, FPGA Implementation and Analysis

机译:使用最优混合旋转方案进行复杂乘法的流水线FFT处理器:设计,FPGA实现和分析

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The fast Fourier transform (FFT) is the most prevalent algorithm for the spectral analysis of acoustic emission signals acquired at ultra-high sampling rates to monitor the condition of rotary machines. The complexity and cost of the associated hardware limit the use of FFT in real-time applications. In this paper, an efficient hardware architecture for FFT implementation is proposed based on the radix-2 decimation in frequency algorithm (R2DIF) and a feedback pipelined technique (FB) that allows effective sharing of storage between the input and output data at each stage of the FFT process via shift registers. The proposed design uses an optimal hybrid rotation scheme by combining the modified coordinate rotation digital computer (m-CORDIC) algorithm and a binary encoding technique based on canonical signed digit (CSD) for replacing the complex multipliers in FFT. The m-CORDIC algorithm, with an adaptive iterative monitoring process, improves the convergence of computation, whereas the CSD algorithm optimizes the multiplication of constants using a simple shift-add method. Therefore, the proposed design does not require the large memory typically entailed by existing designs to carry out twiddle factor multiplication in large-point FFT implementations, thereby reducing its area on the chip. Moreover, the proposed pipelined FFT processor uses only distributed logic resources and does not require expensive dedicated functional blocks. Experimental results show that the proposed design outperforms existing state-of-the-art approaches in speed by about 49% and in resource utilization by around 51%, while delivering the same accuracy and utilizing less chip area.
机译:快速傅里叶变换(FFT)是最流行的算法,用于对以超高采样率采集的声发射信号进行频谱分析,以监视旋转机械的状况。相关硬件的复杂性和成本限制了FFT在实时应用中的使用。在本文中,基于频率中的基数2抽取(R2DIF)和反馈流水线技术(FB),提出了一种高效的FFT实现硬件架构,该算法可在输入输出数据的每个阶段有效共享存储空间。通过移位寄存器进行FFT处理。提出的设计通过结合改进的坐标旋转数字计算机(m-CORDIC)算法和基于规范符号数字(CSD)的二进制编码技术来代替FFT中的复数乘法器,使用了一种最佳的混合旋转方案。具有自适应迭代监视过程的m-CORDIC算法提高了计算的收敛性,而CSD算法使用简单的移位加法优化了常数的乘法。因此,所提出的设计不需要在现有设计中通常需要的大存储器来执行大点FFT实现中的旋转因子乘法,从而减小其在芯片上的面积。而且,提出的流水线FFT处理器仅使用分布式逻辑资源,并且不需要昂贵的专用功能块。实验结果表明,所提出的设计在速度方面和现有资源方面均比现有技术领先约49%,资源利用率约在51%左右。

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