基于折叠变换的4并行128点基数8 FFT处理器的实现

Kevin H. Viglianco, Daniel R. Garcia, James J. W. Kunst
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引用次数: 0

摘要

这项工作描述了基于基数-8蝴蝶元素的快速傅里叶变换(FFT)的4并行128点流水线架构的设计和实现,该架构使用折叠变换和寄存器最小化技术。此外,通过应用多种优化技术,包括规范符号数字(CSD)乘法器、量化和流水线,可以获得不同的优化阶段。最终的结果是一个高速FFT架构(高达1.2GS/s),减少了面积、功耗和延迟。最后,该架构将在45纳米CMOS技术的开源FreePDK45中实现。
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Implementation of a 4-Parallel 128-Point Radix-8 FFT Processor via Folding Transformation
This work describes the design and implementation of a 4-parallel 128-point pipelined architecture for the fast Fourier transform (FFT) based on the radix-8 butterfly element using folding transformation and registers minimization techniques. In addition, different optimization stages are obtained by applying multiple optimization techniques, including Canonical Signed Digit (CSD) multipliers, quantization, and pipelining. The final result is a high-speed FFT architecture (up to 1.2GS/s) with a reduced area, power consumption, and latency. Finally, this architecture will be implemented in an open-source FreePDK45 of 45 nm CMOS technology.
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