Pregled bibliografske jedinice broj: 415067
Surface Multiple Attenuation via EigenvalueDecomposition
Surface Multiple Attenuation via EigenvalueDecomposition
(1996)
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Naslov
Surface Multiple Attenuation via EigenvalueDecomposition
Autori
Dragoset, William H. ; Jeričević, Željko
Broj patenta
USP #5, 587, 965
Godina
1996
Datum patenta
24.12.1996
Sažetak
A marine seismic signal is transformed from time domain into frequency domain and represented by matrix D. The marine data signal is truncated in time, transformed into the frequency domain and represented by matrix D.sub.T. Eigenvalue decomposition D.sub.T =S.multidot..LAMBDA..multidot.S.sup.-1 of matrix D.sub.T is computed. Matrix product D.multidot.S is computed and saved in memory. Matrix inverse S.sup.-1 is computed and saved in memory. An initial estimate of the source wavelet w is made. Source wavelet w is computed by iterating the steps of computing diagonal matrix [I-w.sup.-1 .LAMBDA.], computing matrix inverse [I-w.sup.-1 .LAMBDA.].sup.-1, retrieving matrix product D.multidot.S and matrix inverse S.sup.-1 from memory, and minimizing the total energy in matrix product [D.multidot.S] [I-w.sup.-1 .LAMBDA.].sup.-1 S.sup.-1. Primary matrix P representing the wavefield free of surface multiples is computed by inserting computed value for w into the expression [D.multidot.S] [I-w.sup.-1 .LAMBDA.].sup.-1 S.sup.-1. Primary matrix P is inverse transformed from frequency domain into time domain.
Izvorni jezik
Engleski
Znanstvena područja
Fizika, Računarstvo, Rudarstvo, nafta i geološko inženjerstvo