Model-space versus data-space FWI with the acoustic wave equation

TitleModel-space versus data-space {FWI} with the acoustic wave equation
Publication TypeSINBAD Presentation
AuthorsXiang Li, Anais Tamalet, Tristan van Leeuwen, Felix J. Herrmann
PublisherSINBAD
Year of Publication2013
Abstract

Inverting data with elastic phases using an acoustic wave equation can lead to erroneous results, especially when the number of iterations is too high, which may lead to over fitting the data. Several approaches have been proposed to address this issue. Most commonly, people data- filtering operations that are aimed to deemphasize the elastic phases in the data in favor of the acoustic phases. Examples of this approach are nested loops over offset range and Laplace parameters. In this presentation, we discuss two complementary optimization-driven methods where the minimization process decides adaptively which of the data or model components are consistent with the objective. Specifically, we compare the s t misfit function as the data-space alternative and curvelet-domain sparsity promotion as the model-space alternative. Application of these two methods to a realistic synthetic lead to comparable results that we believe can be improved by combining these two methods.

KeywordsPresentation, private, SINBAD, SINBADFALL2013, SLIM
URLhttps://www.slim.eos.ubc.ca/Publications/Private/Conferences/SINBAD/2013/Fall/li2013SINBADmsd/li2013SINBADmsd.pdf
Citation Keyli2013SINBADmsd