2016
DOI: 10.1007/s00603-016-1084-z
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Wave Propagation in Isotropic Media with Two Orthogonal Fracture Sets

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Cited by 14 publications
(11 citation statements)
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“…Intersection waves are key to understanding the complex partitioning of energy into scattered waves and guided modes near fracture intersections. At the very least, intersections are features that affect the propagation velocity and attenuation of through‐going waves (Shao & Pyrak‐Nolte, ). This work is the first step toward understanding the effect of any geometric intersection (i.e., nonorthogonal) and indicates the possible applications of this work to seismically interogate the subsurface.…”
Section: Resultsmentioning
confidence: 99%
“…Intersection waves are key to understanding the complex partitioning of energy into scattered waves and guided modes near fracture intersections. At the very least, intersections are features that affect the propagation velocity and attenuation of through‐going waves (Shao & Pyrak‐Nolte, ). This work is the first step toward understanding the effect of any geometric intersection (i.e., nonorthogonal) and indicates the possible applications of this work to seismically interogate the subsurface.…”
Section: Resultsmentioning
confidence: 99%
“…While the focus of this review is on fracture pattern formation, fundamental questions exist on the role of fracture array patterns, mineral bridges, and mineral rinds on elastic wave propagation and scattering in systems. Fracture‐specific stiffness is commonly used in theoretical and numerical studies of wave propagation in fractured media to determine the effect of fractures and fracture sets on seismic wave attenuation and velocity (Bakulin et al, ; Choi et al, ; De Basabe et al, ; Nakagawa & Schoenberg, ; Pyrak‐Nolte et al, , ; Schoenberg & Douma, ; Shao et al, ; Shao & Pyrak‐Nolte, ). Fracture stiffness as currently conceptualized captures the complex topology of a surface in contact with voids of variable shape and aperture and is fundamentally related to fluid flow and seismic wave attenuation and velocity for fractured media (Petrovitch et al, ; Pyrak‐Nolte, ; Pyrak‐Nolte & Nolte, ).…”
Section: Questions For Future Researchmentioning
confidence: 99%
“…Many methods such as hydraulic fracturing, high-pressure water jet and blasting vibration (Li et al, 2009;Shen et al, 2012;Li and Xing, 2015;Shao and Pyrak-Nolte, 2016), have been tested and applied to achieve these goals. The desorption rate and permeability of CSG can also be significantly increased by physical stimulation through changing the thermal field (Azmi et al, 2006;Charrié re and Pokryszka, 2010;Pan et al, 2012), stress field (Hol et al, 2011), electrical and magnetic field (Liu et al, 2006) and their coupling effects.…”
Section: Backgroundsmentioning
confidence: 99%
“…There are many studies that indicate wave propagation could be highly affected by the structure and distribution of fractures in geomaterials (Korneev, 1993;Amalokwu et al, 2014). Especially, Shao and Pyrak-Nolte (2016) studied the acoustic wave propagation in isotropic media with orthogonal fracture sets. The research indicates that the fracture intersections have stronger effects for wave front propagation than merely the superposition of two independent fractures; intersections could also highly delay and attenuate acoustic wave (Amalokwu, 2014;Shao and Pyrak-Nolte, 2016).…”
Section: Overviewmentioning
confidence: 99%
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