2014
DOI: 10.1190/tle33040386.1
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Increasing the efficiency of seismic data acquisition via compressive sensing

Abstract: Optimal selection of locations for sensors in a seismic survey has been a long-standing issue for geophysicists. If they could sample the earth at two points per wavelength or better in all dimensions according to Nyquist sampling theory, design would not be an issue. The reality of limited access and funding requires geophysicists to make do with orders of magnitude fewer sampling points than Nyquist theory would dictate. Compressive sensing (CS) provides a new theory for nonuniform sampling that allows the u… Show more

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Cited by 65 publications
(12 citation statements)
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“…These variations introduce a degree of non‐uniformity into the data, which could be expected to aid in the reconstruction process (Mosher et al . ). The requirement to know the perturbed positions places a constraint not only on the accuracy of the sensors being used to measure those positions, but also on the update rate of those positions (since the time‐varying position of the source, while it emits the swept waveform, needs to be known).…”
Section: Perturbations and Tolerancesmentioning
confidence: 97%
“…These variations introduce a degree of non‐uniformity into the data, which could be expected to aid in the reconstruction process (Mosher et al . ). The requirement to know the perturbed positions places a constraint not only on the accuracy of the sensors being used to measure those positions, but also on the update rate of those positions (since the time‐varying position of the source, while it emits the swept waveform, needs to be known).…”
Section: Perturbations and Tolerancesmentioning
confidence: 97%
“…© 20 Society of Exploration Geophysicists 21 lar grids (Hennenfent and Herrmann, 2010;Vassallo et al, 2010;Ozbek et al, 2010;Mosher et al, 2014;Kumar et al, 2020) could however be used in a pre-processing step to provide a satisfactory sampling for both streamer and OBC acquisition systems. Data regularization, however, further increases the size of the kernel operator and, as a consequence, the memory requirements to perform multi-dimensional convolution in a distributed fashion.…”
Section: Geophysical Aspects Of Mdc-based Inversion Workflowsmentioning
confidence: 99%
“…This method introduces non‐uniform and under‐sampling acquisition followed by regularization and interpolation processing (Herrmann ; Mosher et al . ). The benefit is that a signal can be recovered from far fewer samples than required by the Shannon–Nyquist sampling theorem.…”
Section: Introductionmentioning
confidence: 97%
“…Another concept in this methodology, in particular at the receiver side, is spatial sampling based on compressive sensing (Baraniuk 2007). This method introduces non-uniform and under-sampling acquisition followed by regularization and interpolation processing (Herrmann 2010;Mosher et al 2014). The benefit is that a signal can be recovered from far fewer samples than required by the Shannon-Nyquist sampling theorem.…”
Section: Introductionmentioning
confidence: 99%