1977
DOI: 10.1190/1.1440743
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Adaptive Deconvolution: A New Technique for Processing Time‐varying Seismic Data

Abstract: A time-varying deconvolution method has been developed which is based upon adaptive linear filtering techniques. This adaptive deconvolution is applicable for use in processing reflection seismic data which contain multiples with periods that vary with traveltime.Filter coefficients are designed for each sample of the input trace using an adaptive algorithm. Convergence properties of the adaptive processor are discussed and compared to conventional deconvolution techniques. The adaptive deconvolution method is… Show more

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Cited by 95 publications
(34 citation statements)
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“…These results demonstrate the importance of including the effects of algorithm noise in analyzing the performance of real-time adaptive processors. bioengineering 11] , echo cancellation [2,3], data equalization 14-6], predictive deconvolution [7], instantaneous frequency tracking 18-101, speech processing 11, [11][12][13] [25,31,32], and narrowband interference rejection 1331.…”
Section: Discussionmentioning
confidence: 99%
“…These results demonstrate the importance of including the effects of algorithm noise in analyzing the performance of real-time adaptive processors. bioengineering 11] , echo cancellation [2,3], data equalization 14-6], predictive deconvolution [7], instantaneous frequency tracking 18-101, speech processing 11, [11][12][13] [25,31,32], and narrowband interference rejection 1331.…”
Section: Discussionmentioning
confidence: 99%
“…Experience has shown that it handles particularly well multiples of periods less than 300 ms (Hardy eta{, 1990) although suppression of oceanfloor water reverberations of periods up to 5 s have been reported (Sinton eta/., 1978). When the deviation from exact periodicity hampers performance, it can be advantageous to use adaptive deconvolution where different filter coefficients are designed for each sample of the input trace (Griffiths et al, 1977). Another approach consists of applying Wiener predictive deconvolution along oblique radial lines in the CMP domain (Taner, 1980) or in the slant-stack domain (Treitel eta/., 1982) where multiples are exactly periodic.…”
Section: Statement Of Problemmentioning
confidence: 99%
“…The direct modeling finds applications in control system engineering including robotics [1], intelligent sensor design [2], process control [3], power system engineering [4], image and speech processing [4], geophysics [5], acoustic noise and vibration control [6] and biomedical engineering [7]. Similarly inverse modeling technique is used in digital data reconstruction [8], channel equalization in digital communication [9], digital magnetic data recording [10], intelligent sensor [2], deconvolution of seismic data [11]. The direct modeling mainly refers to adaptive identification of unknown plants in presence of additive White Gaussian noise(AWGN).…”
Section: Introductionmentioning
confidence: 99%