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Low-Power Split-Radix FFT Processors Using Radix-2 Butterfly Units

机译:使用Radix-2蝶形单元的低功耗拆分基数FFT处理器

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Split-radix fast Fourier transform (SRFFT) is an ideal candidate for the implementation of a low-power FFT processor, because it has the lowest number of arithmetic operations among all the FFT algorithms. In the design of such processors, an efficient addressing scheme for FFT data as well as twiddle factors is required. The signal flow graph of SRFFT is the same as radix-2 FFT, and therefore, the conventional address generation schemes of FFT data could also be applied to SRFFT. However, SRFFT has irregular locations of twiddle factors and forbids the application of radix-2 address generation methods. This brief presents a shared-memory low-power SRFFT processor architecture. We show that SRFFT can be computed by using a modified radix-2 butterfly unit. The butterfly unit exploits the multiplier-gating technique to save dynamic power at the expense of using more hardware resources. In addition, two novel address generation algorithms for both the trivial and nontrivial twiddle factors are developed. Simulation results show that compared with the conventional radix-2 shared-memory implementations, the proposed design achieves over 20% lower power consumption when computing a 1024-point complex-valued transform.
机译:裂基快速傅立叶变换(SRFFT)是实现低功耗FFT处理器的理想选择,因为它在所有FFT算法中算术运算次数最少。在这样的处理器的设计中,需要用于FFT数据以及旋转因子的有效寻址方案。 SRFFT的信号流图与基数2的FFT相同,因此,常规的FFT数据地址生成方案也可以应用于SRFFT。但是,SRFFT的旋转因子位置不规则,并禁止使用基数2地址生成方法。本简介介绍了一种共享存储器的低功耗SRFFT处理器架构。我们表明,可以通过使用修改后的基数2蝶形单元来计算SRFFT。蝶形单元利用乘法门技术来节省动态功耗,但要消耗更多的硬件资源。另外,针对平凡和非平凡的旋转因子,开发了两种新颖的地址生成算法。仿真结果表明,与传统的radix-2共享内存实现相比,该设计在计算1024点复数值变换时可将功耗降低20%以上。

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