TWO-DIMENSIONAL WINDOW METHODS IN DIGITAL SIGNAL PROCESSING.

William Kenneth Jenkins, J. J. Staehling

    Research output: Chapter in Book/Report/Conference proceedingConference contribution

    Abstract

    The authors present results from a study in windowing techniques for finite 2-D data regions with irregularly shaped support. A large number of experimental windows were studied in which a 2-D window was constructed by repetitively applying a 1-D Hamming window in different directions. Experiments were performed for squares, circles, diamonds, L's, cones, and annular sectors. The Resulting windows were evaluated in the spectral domain by mainlobe widths and peak sidelobe response along different frequency contours. The results of this study are a set of guidelines that suggest how to construct a good 2-D window by properly applying a good 1-D window in several directions.

    Original languageEnglish (US)
    Title of host publicationUnknown Host Publication Title
    PublisherIEEE
    Pages782-785
    Number of pages4
    ISBN (Print)0818606428
    StatePublished - Dec 1 1985

    Fingerprint

    Digital signal processing
    Cones
    Diamonds
    Experiments

    All Science Journal Classification (ASJC) codes

    • Engineering(all)

    Cite this

    Jenkins, W. K., & Staehling, J. J. (1985). TWO-DIMENSIONAL WINDOW METHODS IN DIGITAL SIGNAL PROCESSING. In Unknown Host Publication Title (pp. 782-785). IEEE.
    Jenkins, William Kenneth ; Staehling, J. J. / TWO-DIMENSIONAL WINDOW METHODS IN DIGITAL SIGNAL PROCESSING. Unknown Host Publication Title. IEEE, 1985. pp. 782-785
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    Jenkins, WK & Staehling, JJ 1985, TWO-DIMENSIONAL WINDOW METHODS IN DIGITAL SIGNAL PROCESSING. in Unknown Host Publication Title. IEEE, pp. 782-785.

    TWO-DIMENSIONAL WINDOW METHODS IN DIGITAL SIGNAL PROCESSING. / Jenkins, William Kenneth; Staehling, J. J.

    Unknown Host Publication Title. IEEE, 1985. p. 782-785.

    Research output: Chapter in Book/Report/Conference proceedingConference contribution

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    N2 - The authors present results from a study in windowing techniques for finite 2-D data regions with irregularly shaped support. A large number of experimental windows were studied in which a 2-D window was constructed by repetitively applying a 1-D Hamming window in different directions. Experiments were performed for squares, circles, diamonds, L's, cones, and annular sectors. The Resulting windows were evaluated in the spectral domain by mainlobe widths and peak sidelobe response along different frequency contours. The results of this study are a set of guidelines that suggest how to construct a good 2-D window by properly applying a good 1-D window in several directions.

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    Jenkins WK, Staehling JJ. TWO-DIMENSIONAL WINDOW METHODS IN DIGITAL SIGNAL PROCESSING. In Unknown Host Publication Title. IEEE. 1985. p. 782-785