Seismic data reconstruction method based on spatial constrained compressed sensing
A seismic data and compressed sensing technology, applied in seismology, seismic signal processing, geophysical measurement, etc., can solve the problems of lack of frame continuity information, difficult selection of seismic data sparse base, reconstruction data sparsity and low reconstruction efficiency.
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[0058] The embodiments will be described in detail below in conjunction with the accompanying drawings.
[0059] A. Compressed Sensing Algorithms with Spatial Correlation
[0060] Seismic data reconstruction based on compressed sensing can be expressed as:
[0061] y=Φf (1)
[0062] Where: y∈R M is the incomplete seismic data collected, f∈R N is the original complete seismic data (MM×N is the observation matrix. Use overcomplete dictionaries Sparse representation of the complete seismic data f can be expressed as:
[0063]
[0064] In the formula, the number K of non-zeros in the sparse solution x is much smaller than N, and then the incomplete seismic data y collected is obtained through the observation matrix Φ, expressed as
[0065] y=θx (3)
[0066] In the formula, the sensing matrix Φ and Irrelevant, and finally reconstruct the seismic data, that is,
[0067]
[0068] is an estimate of x. Finally, the original seismic data is reconstructed by the fol...
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