A survey on multiscale mollifier decorrelation of seismic data

Author:

Blick C.,Eberle S.

Abstract

AbstractIn this survey paper, we present a multiscale post-processing method in exploration. Based on a physically relevant mollifier technique involving the elasto-oscillatory Cauchy–Navier equation, we mathematically describe the extractable information within 3D geological models obtained by migration as is commonly used for geophysical exploration purposes. More explicitly, the developed multiscale approach extracts and visualizes structural features inherently available in signature bands of certain geological formations such as aquifers, salt domes etc. by specifying suitable wavelet bands.

Funder

Johann Wolfgang Goethe-Universität, Frankfurt am Main

Publisher

Springer Science and Business Media LLC

Subject

General Earth and Planetary Sciences,Modelling and Simulation

Reference39 articles.

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3. Berg, G., Blick, C., Cieslack, M., Freeden, W., Hauler, Z., Nutz, H.: Gravimetric measurements, gravity anomalies, geoid, quasigeoid: theoretical background and multiscale modeling. In: Freeden, W. (ed.) Mathematische Geodäsie/Mathematical Geodesy, pp. 1117–1181. Springer Spektrum, Berlin (2020)

4. Blick, C.: Multiscale potential methods in geothermal research: decorrelation reflected post-processing and locally based inversion. Ph.D. thesis, Geomathematics Group, University of Kaiserslautern, Verlag Dr. Hut (2015)

5. Blick, C., Eberle, S.: Multiscale density decorrelation by Cauchy–Navier wavelets. Int. J. Geomath. 10(24), 1–31 (2019)

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