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This brief presents a novel pipelined architecture to compute the fast Fourier transform of real input signals in a serial manner, i.e., one sample is processed per cycle. The proposed architecture, referred to as real-valued serial commutator, achieves full hardware utilization by mapping each stage of the fast Fourier transform (FFT) to a half-butterfly operation that operates on real input signals. Prior serial architectures to compute FFT of real signals only achieved 50% hardware utilization. Novel data-exchange and data-reordering circuits are also presented. The complete serial commutator architecture requires 2 log2N - 2 real adders, log2N - 2 real multipliers, and N + 9 log2N - 19 real delay elements, where N represents the size of the FFT.
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Garrido et al. (2017) studied this question.
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