2020
DOI: 10.1002/essoar.10501522.1
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Coda-Wave Based Monitoring of Pore-Pressure Depletion-driven Compaction of Slochteren Sandstone Samples from the Groningen Gas Field

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(2 citation statements)
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“…Following the theory of Aki and Chouet (1975), we can rewrite the coda decorrelation in terms of the scattering coefficient ( g 0 ) between a perturbed ( p ) and unperturbed ( u ) medium (Zotz‐wilson et al., 2020). K(t)=v02t0.5em|normalΔg0pu|, $K(t)=\frac{{v}_{0}}{2}t\ \vert {\Delta }{g}_{{0}_{p-u}}\vert ,$ where K ( t ) is the theoretical decorrelation coefficient, t the time in the coda, and v 0 the velocity in the medium.…”
Section: Methodsmentioning
confidence: 99%
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“…Following the theory of Aki and Chouet (1975), we can rewrite the coda decorrelation in terms of the scattering coefficient ( g 0 ) between a perturbed ( p ) and unperturbed ( u ) medium (Zotz‐wilson et al., 2020). K(t)=v02t0.5em|normalΔg0pu|, $K(t)=\frac{{v}_{0}}{2}t\ \vert {\Delta }{g}_{{0}_{p-u}}\vert ,$ where K ( t ) is the theoretical decorrelation coefficient, t the time in the coda, and v 0 the velocity in the medium.…”
Section: Methodsmentioning
confidence: 99%
“… K(t)=v02t0.5em|normalΔg0pu|, $K(t)=\frac{{v}_{0}}{2}t\ \vert {\Delta }{g}_{{0}_{p-u}}\vert ,$ where K ( t ) is the theoretical decorrelation coefficient, t the time in the coda, and v 0 the velocity in the medium. Using a rolling reference ( N = 1), the changes in the absolute value of | g 0 | are monitored as a rate of change (e.g., Zotz‐Wilson et al., 2020).…”
Section: Methodsmentioning
confidence: 99%