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时间:2019-03-08
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1、GEOPHYSICS,VOL.59,NO.6(JUNE1994);P.938-945,9FIGS.,1TABLE.Minimumentropydeconvolutionwithfrequency-domainconstraints‡MauricioD.Sacchi*,DaniloR.Velis*,andAlbertoH.CominguezABSTRACTband-limiteddata,avoidingtheinherentlimitationsoflinearoperators.Amethodforreconstructingth
2、ereflectivityspec-Theproposedmethodisillustratedunderavarietytrumusingtheminimumentropycriterionispre-ofsyntheticexamples.Fielddataarealsousedtotestsented.Thealgorithm(FMED)describediscomparedthealgorithm.Theresultsshowthattheproposedwiththeclassicalminimumentropydecon
3、volutionmethodisaneffectivewaytoprocessband-limited(MED)aswellaswiththelinearprogramming(LP)data.andautoregressive(AR)approaches.TheMEDisTheFMEDandtheLParisefromsimilarconcep-performedbymaximizinganentropynormwithre-tions.Bothmethodsseekanextremumofaparticularspecttoth
4、ecoefficientsofalinearoperatorthatnormsubjectedtofrequencyconstraints.IntheLPdeconvolvestheseismictrace.Bycomparison,theapproach,thelinearprogrammingproblemissolvedapproachpresentedheremaximizesthenormwithusinganadaptationofthesimplexmethod,whichisarespecttothemissingf
5、requenciesofthereflectivityveryexpensiveprocedure.TheFMEDusesonlytwoseriesspectrum.ThisprocedurereducestoanonlinearfastFouriertransforms(FFTs)periteration;hence,algorithmthatisabletocarryoutthedeconvolutionofthecomputationalcostoftheinversionisreduced.INTRODUCTIONInthi
6、swork,afrequencydomainversionoftheMEDschemeisdeveloped.ThisapproachinvolvesmaximizingaTheminimumentropydeconvolution(MED)techniquegeneralizedentropynormwithrespecttotheseismicreflec-proposedinWiggins(1978)offersadifferentapproach-totivity.DeVriesandBerkhout(1984)invest
7、igatedtheuseofseismicdeconvolution.Whiletheclassicalmethodssuchthesenormstomeasuretheresolvingpowerinthecontextofasspikingdeconvolutionandpredictivedeconvolutionvelocityanalysis.Theparticularnormonwhichwearegoing(RobinsonandTreitel,1980)seektowhitenthespectra,thetofocu
8、sourattention(thelogarithmicnorm)hasalsobeenMEDseeksthesmallestnumberoflargespikesthatareusedfordeconvolutionandwavel
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