Language selection

Government of Canada / Gouvernement du Canada

Search

Imlementation of high speed FFTs for radar signal processing / by H.C. Chan.: Co24-3/7-1394-1985E-PDF

"Discrete Fourier Transform (DFT) has found wide application in radar and sonar systems. With an increased emphasis on digital signal processing, radar systems have requirements for DFTs with ever increasing data rates. The Fast Fourier Transform (FFT) algorithm permits efficient computation of the DFT. In this work, both the fundamentals of FFT algorithms and their implementation are discussed, with emphasis on hardware design. Designs are presented for two radar signal processors employing high speed FFTs, i.e., (1) a high speed Doppler processor and (2) a two-dimensional digital beam-former"--Abstract, page 1.

Permanent link to this Catalogue record:
publications.gc.ca/pub?id=9.895062&sl=0

Publication information
Department/Agency
  • Communications Research Centre (Canada), issuing body.
TitleImlementation of high speed FFTs for radar signal processing / by H.C. Chan.
Series title
  • CRC report ; no. 1394
Publication typeMonograph - View Master Record
Language[English]
FormatDigital text
Electronic document
Note(s)
  • "Radar and Communications Technology Branch."
  • "This work was sponsored by the Department of National Defence, Research and Development Branch under Sub Program 33C."
  • Digitized edition from print [produced by Innovation, Science and Economic Development Canada].
  • Some pages rotated in this copy.
  • Includes bibliographical references (pages 78-80).
  • Issued also in print format.
Publishing information
  • Ottawa : Communications Research Centre, August 1985.
Author / Contributor
  • Chan, H. C., author.
Description1 online resource (vi, 82 pages) : illustrations.
Catalogue number
  • Co24-3/7-1394-1985E-PDF
Subject terms
Request alternate formats
To request an alternate format of a publication, complete the Government of Canada Publications email form. Use the form’s “question or comment” field to specify the requested publication.

Page details

Report a problem or mistake on this page
Date modified: