Approximate inverse for the common offset acquisition geometry in 2D seismic imaging

Grathwohl, Christine; Kunstmann, Peer; Rieder, Andreas; Quinto, Eric Todd

doi:10.1088/1361-6420/aa9900

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Primary Subject
MATHEMATICAL METHODS AND COMPUTING (1)

Subject Area
Nuclear Physics (1)

Record Type
Journal Article (1)

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Inverse Problems (1)

Publication Year
2018 (1)

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2016 – 2020 (1)

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United Kingdom (1)

Language
English (1)

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APPROXIMATIONS (1)
CALCULATION METHODS (1)
GEOMETRY (1)
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51 (1)

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DOI

Approximate inverse for the common offset acquisition geometry in 2D seismic imaging

Grathwohl, Christine; Kunstmann, Peer; Rieder, Andreas; Quinto, Eric Todd, E-mail: christine.grathwohl@kit.edu, E-mail: peer.kunstmann@kit.edu, E-mail: todd.quinto@tufts.edu, E-mail: andreas.rieder@kit.edu2018

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AbstractAbstract

[en] We explore how the concept of approximate inverse can be used and implemented to recover singularities in the sound speed from common offset measurements in two space dimensions. Numerical experiments demonstrate the performance of the method. (paper)

Primary Subject

MATHEMATICAL METHODS AND COMPUTING (S97)

Source

Available from http://dx.doi.org/10.1088/1361-6420/aa9900; Country of input: International Atomic Energy Agency (IAEA)

Record Type

Journal Article

Journal

Inverse Problems; ISSN 0266-5611;

; CODEN INVPET; v. 34(1); [25 p.]

Country of publication

United Kingdom

Descriptors (DEI)

APPROXIMATIONS, GEOMETRY, SINGULARITY, SOUND WAVES, VELOCITY

Descriptors (DEC)

CALCULATION METHODS, MATHEMATICS

LanguageLanguage

English

Reference NumberReference Number

51078335

INIS VolumeINIS Volume

INIS IssueINIS Issue

External URLExternal URL

http://dx.doi.org/10.1088/1361-6420/aa9900

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