Automatic velocity analysis via shot profile migration

By Peng Shen, William W. Symes. 2008

251 citations recorded by the source corpus.

Subfields: Geophysics, Oceanography

View Paper: https://www.semanticscholar.org/paper/b00a03d99cb1cc95a3866df8266c15452bb4db32

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Geophysics

1. Felix J. Herrmann
2. Hu Jin
3. H. Guan
4. George A. McMechan
5. Tristan van Leeuwen
6. Rami Nammour
7. William W. Symes
8. Sheng Xu

In Oceanography

1. Tristan van Leeuwen
2. Felix J. Herrmann
3. Hu Jin
4. George A. McMechan
5. H. Guan
6. William W. Symes

Citations in the corpus

• Comparison of methods for extracting ADCIGs from RTM (2014, methodology): “This is a critical question for later applications of the ADCIGs, which include wave-equation MVA (WEMVA) (Sava and Biondi, 2004; Sava and Vlad, 2008; Shen and Symes, 2008; Xie and Yang, 2008b; Zhang and Biondi, 2013), picking residual depth moveouts in CIGs for tomographic velocity updates (Siliqi ”
• The seismic reflection inverse problem (2009, background): “…Plessix (2000), Chauris and Noble (2001), Mulder and ten Kroode (2002), Shen et al (2003), Brandsberg-Dahl et al (2003), De Hoop et al (2003), Shen et al (2005), De Hoop et al (2005), Khoury et al (2006), Albertin et al (2006), Li and Symes (2007), Verm and Symes (2006), Shen and Symes (2008).”
• Full-waveform inversion via source-receiver extension (2017, background): “…the remedy is to use so-called subsurface offset instead of surface offset, leading to a well-posed inner problem and consequently a smooth and stable reduced objective (Shen et al., 2003, 2005; Khoury et al., 2006; Shen and Symes, 2008; Stolk et al., 2009; Symes, 2014; ten Kroode, 2014).”
• Mitigating local minima in full-waveform inversion by expanding the search space (2013, methodology): “See Symes (2008) for an C© The Author 2013.”
• Simultaneous inversion of full data bandwidth by tomographic full-waveform inversion (2014, unknown): “…to manage the non-linearities in wave-equation velocity analysis was demonstrated in the context of differential semblance optimization (DSO) (Symes and Carazzone, 1991; Shen and Symes, 2008) and wave-equation migration velocity analysis (WEMVA) (Biondi and Sava, 1999; Sava and Biondi, 2004a,b).”
• Inversion on Reflected Seismic Wave (2012, background): “…FWI approaches work in the prestack depth migrated domain, (they are called wave-equation tomography as proposed by Sava et al. (2005), Albertin et al. (2006), Soubaras and Gratacos (2007) or Shen and Symes (2008)) or even in some other potentially more favourable domain as Zhang and Wang (2009).”