2015
DOI: 10.1086/684435
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Flexible Filter Bank Based on an Improved Weighted Overlap-Add Algorithm for Processing Wide Bandwidth Radio Astronomy Signals

Abstract: Wideband signals from a radio telescope have to be channelized for spectral observations or for dedispersion for pulsar observations. A polyphase filter bank is designed based on the improved weighted overlapadd (IWOLA) algorithm to achieve channelization. The IWOLA algorithm involves applying an equivalent Hilbert transform to the normal WOLA filter bank by shifting the center frequency of every sub-band by a half of the frequency bin, so that the IWOLA filter bank provides K independently output complex subb… Show more

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Cited by 3 publications
(4 citation statements)
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“…The output of the WOLA filter bank involves real-and complex-valued signals, and the number of the independent output sub-channels is K/2 + 1 (where K is the number of sub-bands); thus, the processing complexity and consumption of hardware resources is increased. To simplify the hardware implementation of the algorithm, the IWOLA algorithm [22] was proposed, which shifts the centre frequencies of every sub-band of the WOLA filter bank by π/K along the positive frequency axis. In particular, the expression of the IWOLA filter bank is as follows:…”
Section: Basic Algorithm Principlementioning
confidence: 99%
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“…The output of the WOLA filter bank involves real-and complex-valued signals, and the number of the independent output sub-channels is K/2 + 1 (where K is the number of sub-bands); thus, the processing complexity and consumption of hardware resources is increased. To simplify the hardware implementation of the algorithm, the IWOLA algorithm [22] was proposed, which shifts the centre frequencies of every sub-band of the WOLA filter bank by π/K along the positive frequency axis. In particular, the expression of the IWOLA filter bank is as follows:…”
Section: Basic Algorithm Principlementioning
confidence: 99%
“…Therefore, their computational and hardware complexity is equivalent. In comparison with the expressions of the IWOLA filter bank and the WOLA filter bank [22], the expression of the IWOLA filter bank involves two terms more: (−1) l and e -jπp/K . It is obvious that the first term does not increase the computational and hardware complexity; the second term only necessitates one complex multiplication operation and two block RAMs (BRAMs) in the FPGA.…”
Section: Basic Algorithm Principlementioning
confidence: 99%
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“…In effect, a full spectrum is generated by stitching the FFT response from each of these sub-bands 12 . A combination of these approaches has also been proposed, e.g., the weighted overlap-add method, which uses polyphase pre-processing over a larger window, multiple times the FFT length, and subsequent addition of those sub-blocks before FFT 16 , 17 . Moreover, FPGA based design renders high flexibility in terms of future modifications for spectrum generation methodology, bandwidth, and spectral resolution.…”
Section: Introductionmentioning
confidence: 99%