High-resolution wave-equation amplitude-variation-with-
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  • journal_title:Geophysics
  • Contributor:Juefu Wang ; Mauricio D. Sacchi
  • Publisher:Society of Exploration Geophysicists
  • Date:2007-
  • Format:text/html
  • Language:en
  • Identifier:10.1190/1.2387139
  • journal_abbrev:Geophysics
  • issn:0016-8033
  • volume:72
  • issue:1
  • firstpage:S11
  • section:SEISMIC MIGRATION
摘要

We propose a new scheme for high-resolution amplitude-variation-with-ray-parameter (AVP) imaging that uses nonquadratic regularization. We pose migration as an inverse problem and propose a cost function that uses a priori information about common-image gathers (CIGs). In particular, we introduce two regularization constraints: smoothness along the offset-ray-parameter axis and sparseness in depth. The two-step regularization yields high-resolution CIGs with robust estimates of AVP. We use an iterative reweighted least-squares conjugate gradient algorithm to minimize the cost function of the problem. We test the algorithm with synthetic data (a wedge model and the Marmousi data set) and a real data set (Erskine area, Alberta). Tests show our method helps to enhance the vertical resolution of CIGs and improves amplitude accuracy along the ray-parameter direction.

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